Master 1 Mathématiques Fondamentales et Appliquées

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# Master I MFA : Présentation des Cours du Second Semestre

#### 2024/12/12 à 14h15 (MàJ 2024-12-11)

#### [Master Mathématiques et Applications]()

#### [Marie-Claude Arnaud et Stéphane Boucheron](http://stephane-v-boucheron.fr)

#### Campus: Grands Moulins Halle aux Farines Amphi 4C

[Lien Zoom](https://u-paris.zoom.us/j/86095880979?pwd=J9fHGoEjcrB5GHRAJCkHBUQPOqAoc4.1)

---
template: inter-slide

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- [Calendrier du second semestre](#calendrier-du-second-semestre)

- [Période I](#periode-i)

- [Période II](#periode-ii)

- [Organisation des présentations](#organisation-des-presentations)

- [UE semestrielles](#ue-semestrielles)
 
---

## Calendrier du second semestre

---

### Agenda Semestre II  2024-25

| Semaine(s) | Date(s) | Activité  |
|:----------:|:--------|:----------|
| .red[3-8] | 2025-01-13/2025-02-21| Semestre II/Période I |
| 9| 2025-02-22/2025-03-02 | _Vacances Hiver_ |
| 10 | 2025-03-03/2025-03-07| **Examens Semestre II Pér. I** |
| 11-15 | 2025-03-10/2025-04-11| Semestre II/Période II |
| 15-17 | 2025-04-11/2025-04-27| _Vacances de Printemps_ |
| 18-19 | 2025-04-28/2025-05-05| Semestre II/Période II |
| 20-21 | 2025-05-12/2025-05-23| **Examens Semestre II Pér. II** |
| 23 | 2025-06-06| _Jury Session I_ |

Durant chaque *période*, vous suivez deux UE (6 ECTS)

Pour valider les 30 ECTS semestriels, vous choisissez (en général) une UE semestrielle

---

## Période I

---

#### <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M152 24c0-13.3-10.7-24-24-24s-24 10.7-24 24V64H64C28.7 64 0 92.7 0 128v16 48V448c0 35.3 28.7 64 64 64H384c35.3 0 64-28.7 64-64V192 144 128c0-35.3-28.7-64-64-64H344V24c0-13.3-10.7-24-24-24s-24 10.7-24 24V64H152V24zM48 192H400V448c0 8.8-7.2 16-16 16H64c-8.8 0-16-7.2-16-16V192z"/></svg>  Période I    Semaines  2-7

Du  2025-01-13  au 2025-02-22

| Titre du cours                                                   |     ECTS    |   Thèmes               |
|:-----------------------------------------------------------------|:-----------:|:--------------------------:|
| [Théorie des ensembles ](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-theorie-ensembles/) | 6 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>| 
|  | <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M32 288c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 288zm0-128c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 160z"/></svg> | |
| [Théorie de Galois](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-galois/)               | 6 |  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg> |
| [Topologie algébrique](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-topo-alg/)          | 6 |  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>|
| | <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M32 288c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 288zm0-128c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 160z"/></svg>  |  |
| [Éq. aux dérivées partielles](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-edp/)        | 6 |  <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg>  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg> | 
| | <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M32 288c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 288zm0-128c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 160z"/></svg> | | 
| [Processus à temps discret ](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-martingales/) | 6 | <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg> |
| [Statistique fondamentale](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-stat-fonda/)| 6 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 64c0-17.7-14.3-32-32-32S0 46.3 0 64V400c0 44.2 35.8 80 80 80H480c17.7 0 32-14.3 32-32s-14.3-32-32-32H80c-8.8 0-16-7.2-16-16V64zm96 288H448c17.7 0 32-14.3 32-32V251.8c0-7.6-2.7-15-7.7-20.8l-65.8-76.8c-12.1-14.2-33.7-15-46.9-1.8l-21 21c-10 10-26.4 9.2-35.4-1.6l-39.2-47c-12.6-15.1-35.7-15.4-48.7-.6L135.9 215c-5.1 5.8-7.9 13.3-7.9 21.1v84c0 17.7 14.3 32 32 32z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg>|

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template: inter-slide
name: periode-ii

## Période II

---

####  <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M152 24c0-13.3-10.7-24-24-24s-24 10.7-24 24V64H64C28.7 64 0 92.7 0 128v16 48V448c0 35.3 28.7 64 64 64H384c35.3 0 64-28.7 64-64V192 144 128c0-35.3-28.7-64-64-64H344V24c0-13.3-10.7-24-24-24s-24 10.7-24 24V64H152V24zM48 192H400V448c0 8.8-7.2 16-16 16H64c-8.8 0-16-7.2-16-16V192z"/></svg>  Période II  Semaines 11-16

| Titre du cours                                                   |     ECTS    |   Thèmes               |
|:-----------------------------------------------------------------|:-----------:|:--------------------------:|
|[Incomplétude et indécidabilité](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-incompletude/)|6|<svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>|
||<svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M32 288c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 288zm0-128c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 160z"/></svg>||
|[Arithmétique]("http://master.math.univ-paris-diderot.fr/modules/m1math-s2-arith/")| 6 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>|
|[Géométrie algébrique](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-geom-alg/)| 6 |  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>|
|[Géométrie différentielle](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-geom-diff/)| 6 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>|
||<svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M32 288c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 288zm0-128c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 160z"/></svg>||
|[Optimisation]()| 6 |<svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg>|
|[Méthodes numériques EDO & EDP]()| 6 |<svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg>|         
||<svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M32 288c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 288zm0-128c-17.7 0-32 14.3-32 32s14.3 32 32 32l384 0c17.7 0 32-14.3 32-32s-14.3-32-32-32L32 160z"/></svg>||
|[Théorèmes limites en Probabilités](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-markov/)| 6 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg>|
|[Statistiques bayésiennes et tests](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-stat-bayes/)| 6 |<svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 64c0-17.7-14.3-32-32-32S0 46.3 0 64V400c0 44.2 35.8 80 80 80H480c17.7 0 32-14.3 32-32s-14.3-32-32-32H80c-8.8 0-16-7.2-16-16V64zm96 288H448c17.7 0 32-14.3 32-32V251.8c0-7.6-2.7-15-7.7-20.8l-65.8-76.8c-12.1-14.2-33.7-15-46.9-1.8l-21 21c-10 10-26.4 9.2-35.4-1.6l-39.2-47c-12.6-15.1-35.7-15.4-48.7-.6L135.9 215c-5.1 5.8-7.9 13.3-7.9 21.1v84c0 17.7 14.3 32 32 32z"/></svg>|
|[Mathématiques financières](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-math-fi/)| 6 |<svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 64c0-17.7-14.3-32-32-32S0 46.3 0 64V400c0 44.2 35.8 80 80 80H480c17.7 0 32-14.3 32-32s-14.3-32-32-32H80c-8.8 0-16-7.2-16-16V64zm96 288H448c17.7 0 32-14.3 32-32V251.8c0-7.6-2.7-15-7.7-20.8l-65.8-76.8c-12.1-14.2-33.7-15-46.9-1.8l-21 21c-10 10-26.4 9.2-35.4-1.6l-39.2-47c-12.6-15.1-35.7-15.4-48.7-.6L135.9 215c-5.1 5.8-7.9 13.3-7.9 21.1v84c0 17.7 14.3 32 32 32z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M320 96H192L144.6 24.9C137.5 14.2 145.1 0 157.9 0H354.1c12.8 0 20.4 14.2 13.3 24.9L320 96zM192 128H320c3.8 2.5 8.1 5.3 13 8.4C389.7 172.7 512 250.9 512 416c0 53-43 96-96 96H96c-53 0-96-43-96-96C0 250.9 122.3 172.7 179 136.4l0 0 0 0c4.8-3.1 9.2-5.9 13-8.4zm84 88c0-11-9-20-20-20s-20 9-20 20v14c-7.6 1.7-15.2 4.4-22.2 8.5c-13.9 8.3-25.9 22.8-25.8 43.9c.1 20.3 12 33.1 24.7 40.7c11 6.6 24.7 10.8 35.6 14l1.7 .5c12.6 3.8 21.8 6.8 28 10.7c5.1 3.2 5.8 5.4 5.9 8.2c.1 5-1.8 8-5.9 10.5c-5 3.1-12.9 5-21.4 4.7c-11.1-.4-21.5-3.9-35.1-8.5c-2.3-.8-4.7-1.6-7.2-2.4c-10.5-3.5-21.8 2.2-25.3 12.6s2.2 21.8 12.6 25.3c1.9 .6 4 1.3 6.1 2.1l0 0 0 0c8.3 2.9 17.9 6.2 28.2 8.4V424c0 11 9 20 20 20s20-9 20-20V410.2c8-1.7 16-4.5 23.2-9c14.3-8.9 25.1-24.1 24.8-45c-.3-20.3-11.7-33.4-24.6-41.6c-11.5-7.2-25.9-11.6-37.1-15l0 0-.7-.2c-12.8-3.9-21.9-6.7-28.3-10.5c-5.2-3.1-5.3-4.9-5.3-6.7c0-3.7 1.4-6.5 6.2-9.3c5.4-3.2 13.6-5.1 21.5-5c9.6 .1 20.2 2.2 31.2 5.2c10.7 2.8 21.6-3.5 24.5-14.2s-3.5-21.6-14.2-24.5c-6.5-1.7-13.7-3.4-21.1-4.7V216z"/></svg>|
    
]

.f6[
<svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M88 0C74.7 0 64 10.7 64 24c0 38.9 23.4 59.4 39.1 73.1l1.1 1C120.5 112.3 128 119.9 128 136c0 13.3 10.7 24 24 24s24-10.7 24-24c0-38.9-23.4-59.4-39.1-73.1l-1.1-1C119.5 47.7 112 40.1 112 24c0-13.3-10.7-24-24-24zM32 192c-17.7 0-32 14.3-32 32V416c0 53 43 96 96 96H288c53 0 96-43 96-96h16c61.9 0 112-50.1 112-112s-50.1-112-112-112H352 32zm352 64h16c26.5 0 48 21.5 48 48s-21.5 48-48 48H384V256zM224 24c0-13.3-10.7-24-24-24s-24 10.7-24 24c0 38.9 23.4 59.4 39.1 73.1l1.1 1C232.5 112.3 240 119.9 240 136c0 13.3 10.7 24 24 24s24-10.7 24-24c0-38.9-23.4-59.4-39.1-73.1l-1.1-1C231.5 47.7 224 40.1 224 24z"/></svg>, <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M88 0C74.7 0 64 10.7 64 24c0 38.9 23.4 59.4 39.1 73.1l1.1 1C120.5 112.3 128 119.9 128 136c0 13.3 10.7 24 24 24s24-10.7 24-24c0-38.9-23.4-59.4-39.1-73.1l-1.1-1C119.5 47.7 112 40.1 112 24c0-13.3-10.7-24-24-24zM32 192c-17.7 0-32 14.3-32 32V416c0 53 43 96 96 96H288c53 0 96-43 96-96h16c61.9 0 112-50.1 112-112s-50.1-112-112-112H352 32zm352 64h16c26.5 0 48 21.5 48 48s-21.5 48-48 48H384V256zM224 24c0-13.3-10.7-24-24-24s-24 10.7-24 24c0 38.9 23.4 59.4 39.1 73.1l1.1 1C232.5 112.3 240 119.9 240 136c0 13.3 10.7 24 24 24s24-10.7 24-24c0-38.9-23.4-59.4-39.1-73.1l-1.1-1C231.5 47.7 224 40.1 224 24z"/></svg> Examens semaines 20-21  du  2025-05-12 au 2025-05-23 
]

---
template: inter-slide
name: organisation-des-presentations

## Organisation des présentations

---

### Présentation des UE   .fr.red[14:30:00-18:30:00]

.fl.w-50.pa2.f6[

| Titre du cours                                                   |     Période    |   Thèmes               |   Horaire |
|:-----------------------------------------------------------------|:-----------:|:--------------------------:|----------:|
|[Statistique fondamentale](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-stat-fonda/)| 1 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 64c0-17.7-14.3-32-32-32S0 46.3 0 64V400c0 44.2 35.8 80 80 80H480c17.7 0 32-14.3 32-32s-14.3-32-32-32H80c-8.8 0-16-7.2-16-16V64zm96 288H448c17.7 0 32-14.3 32-32V251.8c0-7.6-2.7-15-7.7-20.8l-65.8-76.8c-12.1-14.2-33.7-15-46.9-1.8l-21 21c-10 10-26.4 9.2-35.4-1.6l-39.2-47c-12.6-15.1-35.7-15.4-48.7-.6L135.9 215c-5.1 5.8-7.9 13.3-7.9 21.1v84c0 17.7 14.3 32 32 32z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg>|  14:30:00 |
|[Processus à temps discret ](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-martingales/) | 1 | <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg> |   |
|[Théorèmes limites en Probabilités](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-markov/)| 2 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg>| 15:00:00 |
|[Statistiques bayésiennes et tests](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-stat-bayes/)| 2 |<svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 64c0-17.7-14.3-32-32-32S0 46.3 0 64V400c0 44.2 35.8 80 80 80H480c17.7 0 32-14.3 32-32s-14.3-32-32-32H80c-8.8 0-16-7.2-16-16V64zm96 288H448c17.7 0 32-14.3 32-32V251.8c0-7.6-2.7-15-7.7-20.8l-65.8-76.8c-12.1-14.2-33.7-15-46.9-1.8l-21 21c-10 10-26.4 9.2-35.4-1.6l-39.2-47c-12.6-15.1-35.7-15.4-48.7-.6L135.9 215c-5.1 5.8-7.9 13.3-7.9 21.1v84c0 17.7 14.3 32 32 32z"/></svg>| |
|[UE semestrielles]()|||15:30:00|
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|[Théorie des ensembles ](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-theorie-ensembles/) | 1 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>| 15:45:00|

]

.fl.w-50.pa2.f6[

| Titre du cours                                                   |     Période    |   Thèmes               |  Horaire |
|:-----------------------------------------------------------------|:-----------:|:--------------------------:|----------:|
|[Éq. aux dérivées partielles](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-edp/)  |1| <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg>  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>  | 16:00:00|
|[Méthodes numériques EDO & EDP]()| 2 |<svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg>|  |
|[Optimisation]()| 2 |<svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg>|  16:30:00  |
|[Topologie algébrique](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-topo-alg/)          | 1 |  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>|  |
|[Géométrie différentielle](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-geom-diff/)| 2 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>| 17:00:00 |
|[Théorie de Galois](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-galois/)   |1|<svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>| |
|[Arithmétique]("http://master.math.univ-paris-diderot.fr/modules/m1math-s2-arith/")| 2 | <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>| 17:30:00 |
|[Géométrie algébrique](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-geom-alg/)             | 2 |  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg> | |
|[Incomplétude et indécidabilité](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-incompletude/) | 2 |  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M243.4 2.6l-224 96c-14 6-21.8 21-18.7 35.8S16.8 160 32 160v8c0 13.3 10.7 24 24 24H456c13.3 0 24-10.7 24-24v-8c15.2 0 28.3-10.7 31.3-25.6s-4.8-29.9-18.7-35.8l-224-96c-8-3.4-17.2-3.4-25.2 0zM128 224H64V420.3c-.6 .3-1.2 .7-1.8 1.1l-48 32c-11.7 7.8-17 22.4-12.9 35.9S17.9 512 32 512H480c14.1 0 26.5-9.2 30.6-22.7s-1.1-28.1-12.9-35.9l-48-32c-.6-.4-1.2-.7-1.8-1.1V224H384V416H344V224H280V416H232V224H168V416H128V224zM256 64a32 32 0 1 1 0 64 32 32 0 1 1 0-64z"/></svg>| 18:00:00   |
|[Mathématiques financières](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-math-fi/)| 2 |<svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 64c0-17.7-14.3-32-32-32S0 46.3 0 64V400c0 44.2 35.8 80 80 80H480c17.7 0 32-14.3 32-32s-14.3-32-32-32H80c-8.8 0-16-7.2-16-16V64zm96 288H448c17.7 0 32-14.3 32-32V251.8c0-7.6-2.7-15-7.7-20.8l-65.8-76.8c-12.1-14.2-33.7-15-46.9-1.8l-21 21c-10 10-26.4 9.2-35.4-1.6l-39.2-47c-12.6-15.1-35.7-15.4-48.7-.6L135.9 215c-5.1 5.8-7.9 13.3-7.9 21.1v84c0 17.7 14.3 32 32 32z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M320 96H192L144.6 24.9C137.5 14.2 145.1 0 157.9 0H354.1c12.8 0 20.4 14.2 13.3 24.9L320 96zM192 128H320c3.8 2.5 8.1 5.3 13 8.4C389.7 172.7 512 250.9 512 416c0 53-43 96-96 96H96c-53 0-96-43-96-96C0 250.9 122.3 172.7 179 136.4l0 0 0 0c4.8-3.1 9.2-5.9 13-8.4zm84 88c0-11-9-20-20-20s-20 9-20 20v14c-7.6 1.7-15.2 4.4-22.2 8.5c-13.9 8.3-25.9 22.8-25.8 43.9c.1 20.3 12 33.1 24.7 40.7c11 6.6 24.7 10.8 35.6 14l1.7 .5c12.6 3.8 21.8 6.8 28 10.7c5.1 3.2 5.8 5.4 5.9 8.2c.1 5-1.8 8-5.9 10.5c-5 3.1-12.9 5-21.4 4.7c-11.1-.4-21.5-3.9-35.1-8.5c-2.3-.8-4.7-1.6-7.2-2.4c-10.5-3.5-21.8 2.2-25.3 12.6s2.2 21.8 12.6 25.3c1.9 .6 4 1.3 6.1 2.1l0 0 0 0c8.3 2.9 17.9 6.2 28.2 8.4V424c0 11 9 20 20 20s20-9 20-20V410.2c8-1.7 16-4.5 23.2-9c14.3-8.9 25.1-24.1 24.8-45c-.3-20.3-11.7-33.4-24.6-41.6c-11.5-7.2-25.9-11.6-37.1-15l0 0-.7-.2c-12.8-3.9-21.9-6.7-28.3-10.5c-5.2-3.1-5.3-4.9-5.3-6.7c0-3.7 1.4-6.5 6.2-9.3c5.4-3.2 13.6-5.1 21.5-5c9.6 .1 20.2 2.2 31.2 5.2c10.7 2.8 21.6-3.5 24.5-14.2s-3.5-21.6-14.2-24.5c-6.5-1.7-13.7-3.4-21.1-4.7V216z"/></svg>|  18:15:00 |

]

---

## UE semestrielles

Horaire : 15:45:00

---

### UE Semestrielle I : .red[Initiation à la recherche]

- <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M219.3 .5c3.1-.6 6.3-.6 9.4 0l200 40C439.9 42.7 448 52.6 448 64s-8.1 21.3-19.3 23.5L352 102.9V160c0 70.7-57.3 128-128 128s-128-57.3-128-128V102.9L48 93.3v65.1l15.7 78.4c.9 4.7-.3 9.6-3.3 13.3s-7.6 5.9-12.4 5.9H16c-4.8 0-9.3-2.1-12.4-5.9s-4.3-8.6-3.3-13.3L16 158.4V86.6C6.5 83.3 0 74.3 0 64C0 52.6 8.1 42.7 19.3 40.5l200-40zM111.9 327.7c10.5-3.4 21.8 .4 29.4 8.5l71 75.5c6.3 6.7 17 6.7 23.3 0l71-75.5c7.6-8.1 18.9-11.9 29.4-8.5C401 348.6 448 409.4 448 481.3c0 17-13.8 30.7-30.7 30.7H30.7C13.8 512 0 498.2 0 481.3c0-71.9 47-132.7 111.9-153.6z"/></svg> Intéressant pour qui vise une carrière académique

- <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M160 96a96 96 0 1 1 192 0A96 96 0 1 1 160 96zm80 152V512l-48.4-24.2c-20.9-10.4-43.5-17-66.8-19.3l-96-9.6C12.5 457.2 0 443.5 0 427V224c0-17.7 14.3-32 32-32H62.3c63.6 0 125.6 19.6 177.7 56zm32 264V248c52.1-36.4 114.1-56 177.7-56H480c17.7 0 32 14.3 32 32V427c0 16.4-12.5 30.2-28.8 31.8l-96 9.6c-23.2 2.3-45.9 8.9-66.8 19.3L272 512z"/></svg> Étudier une question/un texte sous la responsabilité d'une chercheuse

- <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M278.5 215.6L23 471c-9.4 9.4-9.4 24.6 0 33.9s24.6 9.4 33.9 0l57-57h68c49.7 0 97.9-14.4 139-41c11.1-7.2 5.5-23-7.8-23c-5.1 0-9.2-4.1-9.2-9.2c0-4.1 2.7-7.6 6.5-8.8l81-24.3c2.5-.8 4.8-2.1 6.7-4l22.4-22.4c10.1-10.1 2.9-27.3-11.3-27.3l-32.2 0c-5.1 0-9.2-4.1-9.2-9.2c0-4.1 2.7-7.6 6.5-8.8l112-33.6c4-1.2 7.4-3.9 9.3-7.7C506.4 207.6 512 184.1 512 160c0-41-16.3-80.3-45.3-109.3l-5.5-5.5C432.3 16.3 393 0 352 0s-80.3 16.3-109.3 45.3L139 149C91 197 64 262.1 64 330v55.3L253.6 195.8c6.2-6.2 16.4-6.2 22.6 0c5.4 5.4 6.1 13.6 2.2 19.8z"/></svg> Rédiger un mémoire

-  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M224 32H64C46.3 32 32 46.3 32 64v64c0 17.7 14.3 32 32 32H441.4c4.2 0 8.3-1.7 11.3-4.7l48-48c6.2-6.2 6.2-16.4 0-22.6l-48-48c-3-3-7.1-4.7-11.3-4.7H288c0-17.7-14.3-32-32-32s-32 14.3-32 32zM480 256c0-17.7-14.3-32-32-32H288V192H224v32H70.6c-4.2 0-8.3 1.7-11.3 4.7l-48 48c-6.2 6.2-6.2 16.4 0 22.6l48 48c3 3 7.1 4.7 11.3 4.7H448c17.7 0 32-14.3 32-32V256zM288 480V384H224v96c0 17.7 14.3 32 32 32s32-14.3 32-32z"/></svg>  Pour trouver une chercheuse/un chercheur référent, interrogez les enseignants du Ier semestre

---

### UE Semestrielle II : .red[Projet]

- Thèmes
  -  <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 64c0-17.7-14.3-32-32-32S0 46.3 0 64V400c0 44.2 35.8 80 80 80H480c17.7 0 32-14.3 32-32s-14.3-32-32-32H80c-8.8 0-16-7.2-16-16V64zm96 288H448c17.7 0 32-14.3 32-32V251.8c0-7.6-2.7-15-7.7-20.8l-65.8-76.8c-12.1-14.2-33.7-15-46.9-1.8l-21 21c-10 10-26.4 9.2-35.4-1.6l-39.2-47c-12.6-15.1-35.7-15.4-48.7-.6L135.9 215c-5.1 5.8-7.9 13.3-7.9 21.1v84c0 17.7 14.3 32 32 32z"/></svg>Statistique 
  - <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> Analyse Numérique  
  - <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M274.9 34.3c-28.1-28.1-73.7-28.1-101.8 0L34.3 173.1c-28.1 28.1-28.1 73.7 0 101.8L173.1 413.7c28.1 28.1 73.7 28.1 101.8 0L413.7 274.9c28.1-28.1 28.1-73.7 0-101.8L274.9 34.3zM200 224a24 24 0 1 1 48 0 24 24 0 1 1 -48 0zM96 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 376a24 24 0 1 1 0-48 24 24 0 1 1 0 48zM352 200a24 24 0 1 1 0 48 24 24 0 1 1 0-48zM224 120a24 24 0 1 1 0-48 24 24 0 1 1 0 48zm96 328c0 35.3 28.7 64 64 64H576c35.3 0 64-28.7 64-64V256c0-35.3-28.7-64-64-64H461.7c11.6 36 3.1 77-25.4 105.5L320 413.8V448zM480 328a24 24 0 1 1 0 48 24 24 0 1 1 0-48z"/></svg> Probabilités  
  - `...`

- Déroulement <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M32 32c17.7 0 32 14.3 32 32V400c0 8.8 7.2 16 16 16H480c17.7 0 32 14.3 32 32s-14.3 32-32 32H80c-44.2 0-80-35.8-80-80V64C0 46.3 14.3 32 32 32zm96 96c0-17.7 14.3-32 32-32l96 0c17.7 0 32 14.3 32 32s-14.3 32-32 32H160c-17.7 0-32-14.3-32-32zm96 64H352c17.7 0 32 14.3 32 32s-14.3 32-32 32H224c-17.7 0-32-14.3-32-32s14.3-32 32-32zm160 96h64c17.7 0 32 14.3 32 32s-14.3 32-32 32H384c-17.7 0-32-14.3-32-32s14.3-32 32-32z"/></svg>
  - <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C60.7 0 32 28.7 32 64V288H144c6.1 0 11.6 3.4 14.3 8.8L176 332.2l49.7-99.4c2.7-5.4 8.3-8.8 14.3-8.8s11.6 3.4 14.3 8.8L281.9 288H352c8.8 0 16 7.2 16 16s-7.2 16-16 16H272c-6.1 0-11.6-3.4-14.3-8.8L240 275.8l-49.7 99.4c-2.7 5.4-8.3 8.8-14.3 8.8s-11.6-3.4-14.3-8.8L134.1 320H32V448c0 35.3 28.7 64 64 64H352c35.3 0 64-28.7 64-64V160H288c-17.7 0-32-14.3-32-32V0H96zM288 0V128H416L288 0z"/></svg> Étude d'un problème (par exemple la déconvolution) 
  - <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 96c0-35.3 28.7-64 64-64H512c35.3 0 64 28.7 64 64V352H512V96H128V352H64V96zM0 403.2C0 392.6 8.6 384 19.2 384H620.8c10.6 0 19.2 8.6 19.2 19.2c0 42.4-34.4 76.8-76.8 76.8H76.8C34.4 480 0 445.6 0 403.2zM281 209l-31 31 31 31c9.4 9.4 9.4 24.6 0 33.9s-24.6 9.4-33.9 0l-48-48c-9.4-9.4-9.4-24.6 0-33.9l48-48c9.4-9.4 24.6-9.4 33.9 0s9.4 24.6 0 33.9zM393 175l48 48c9.4 9.4 9.4 24.6 0 33.9l-48 48c-9.4 9.4-24.6 9.4-33.9 0s-9.4-24.6 0-33.9l31-31-31-31c-9.4-9.4-9.4-24.6 0-33.9s24.6-9.4 33.9 0z"/></svg> Programmation d'une méthode de résolution 
  - <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M96 0C43 0 0 43 0 96V416c0 53 43 96 96 96H384h32c17.7 0 32-14.3 32-32s-14.3-32-32-32V384c17.7 0 32-14.3 32-32V32c0-17.7-14.3-32-32-32H384 96zm0 384H352v64H96c-17.7 0-32-14.3-32-32s14.3-32 32-32zm32-240c0-8.8 7.2-16 16-16H336c8.8 0 16 7.2 16 16s-7.2 16-16 16H144c-8.8 0-16-7.2-16-16zm16 48H336c8.8 0 16 7.2 16 16s-7.2 16-16 16H144c-8.8 0-16-7.2-16-16s7.2-16 16-16z"/></svg> Rédaction d'un mémoire 
  - <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M448 80c8.8 0 16 7.2 16 16V415.8l-5-6.5-136-176c-4.5-5.9-11.6-9.3-19-9.3s-14.4 3.4-19 9.3L202 340.7l-30.5-42.7C167 291.7 159.8 288 152 288s-15 3.7-19.5 10.1l-80 112L48 416.3l0-.3V96c0-8.8 7.2-16 16-16H448zM64 32C28.7 32 0 60.7 0 96V416c0 35.3 28.7 64 64 64H448c35.3 0 64-28.7 64-64V96c0-35.3-28.7-64-64-64H64zm80 192a48 48 0 1 0 0-96 48 48 0 1 0 0 96z"/></svg> Soutenance (fin mai)

[Synopsis](https://master.math.univ-paris-diderot.fr/modules/m1math-s2-projet/)

---

### UE Semestrielle III : .red[Analyse Exploratoire de Données]

.fl.w-50.pa2.f6[

[Page du cours](http://s-v-b.github.io/MA7BY020)

- <svg aria-hidden="true" role="img" viewBox="0 0 640 512" style="height:1em;width:1.25em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M64 96c0-35.3 28.7-64 64-64H512c35.3 0 64 28.7 64 64V352H512V96H128V352H64V96zM0 403.2C0 392.6 8.6 384 19.2 384H620.8c10.6 0 19.2 8.6 19.2 19.2c0 42.4-34.4 76.8-76.8 76.8H76.8C34.4 480 0 445.6 0 403.2zM281 209l-31 31 31 31c9.4 9.4 9.4 24.6 0 33.9s-24.6 9.4-33.9 0l-48-48c-9.4-9.4-9.4-24.6 0-33.9l48-48c9.4-9.4 24.6-9.4 33.9 0s9.4 24.6 0 33.9zM393 175l48 48c9.4 9.4 9.4 24.6 0 33.9l-48 48c-9.4 9.4-24.6 9.4-33.9 0s-9.4-24.6 0-33.9l31-31-31-31c-9.4-9.4-9.4-24.6 0-33.9s24.6-9.4 33.9 0z"/></svg> 3 Heures de Cours-TP par semaine  (avec votre machine)
- Environnement <svg aria-hidden="true" role="img" viewBox="0 0 581 512" style="height:1em;width:1.13em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M581 226.6C581 119.1 450.9 32 290.5 32S0 119.1 0 226.6C0 322.4 103.3 402 239.4 418.1V480h99.1v-61.5c24.3-2.7 47.6-7.4 69.4-13.9L448 480h112l-67.4-113.7c54.5-35.4 88.4-84.9 88.4-139.7zm-466.8 14.5c0-73.5 98.9-133 220.8-133s211.9 40.7 211.9 133c0 50.1-26.5 85-70.3 106.4-2.4-1.6-4.7-2.9-6.4-3.7-10.2-5.2-27.8-10.5-27.8-10.5s86.6-6.4 86.6-92.7-90.6-87.9-90.6-87.9h-199V361c-74.1-21.5-125.2-67.1-125.2-119.9zm225.1 38.3v-55.6c57.8 0 87.8-6.8 87.8 27.3 0 36.5-38.2 28.3-87.8 28.3zm-.9 72.5H365c10.8 0 18.9 11.7 24 19.2-16.1 1.9-33 2.8-50.6 2.9v-22.1z"/></svg>
- Validation sur devoirs <svg aria-hidden="true" role="img" viewBox="0 0 581 512" style="height:1em;width:1.13em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M581 226.6C581 119.1 450.9 32 290.5 32S0 119.1 0 226.6C0 322.4 103.3 402 239.4 418.1V480h99.1v-61.5c24.3-2.7 47.6-7.4 69.4-13.9L448 480h112l-67.4-113.7c54.5-35.4 88.4-84.9 88.4-139.7zm-466.8 14.5c0-73.5 98.9-133 220.8-133s211.9 40.7 211.9 133c0 50.1-26.5 85-70.3 106.4-2.4-1.6-4.7-2.9-6.4-3.7-10.2-5.2-27.8-10.5-27.8-10.5s86.6-6.4 86.6-92.7-90.6-87.9-90.6-87.9h-199V361c-74.1-21.5-125.2-67.1-125.2-119.9zm225.1 38.3v-55.6c57.8 0 87.8-6.8 87.8 27.3 0 36.5-38.2 28.3-87.8 28.3zm-.9 72.5H365c10.8 0 18.9 11.7 24 19.2-16.1 1.9-33 2.8-50.6 2.9v-22.1z"/></svg> + soutenances <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M187.7 153.7c-34 0-61.7 25.7-61.7 57.7 0 31.7 27.7 57.7 61.7 57.7s61.7-26 61.7-57.7c0-32-27.7-57.7-61.7-57.7zm143.4 0c-34 0-61.7 25.7-61.7 57.7 0 31.7 27.7 57.7 61.7 57.7 34.3 0 61.7-26 61.7-57.7.1-32-27.4-57.7-61.7-57.7zm156.6 90l-6 4.3V49.7c0-27.4-20.6-49.7-46-49.7H76.6c-25.4 0-46 22.3-46 49.7V248c-2-1.4-4.3-2.9-6.3-4.3-15.1-10.6-25.1 4-16 17.7 18.3 22.6 53.1 50.3 106.3 72C58.3 525.1 252 555.7 248.9 457.5c0-.7.3-56.6.3-96.6 5.1 1.1 9.4 2.3 13.7 3.1 0 39.7.3 92.8.3 93.5-3.1 98.3 190.6 67.7 134.3-124 53.1-21.7 88-49.4 106.3-72 9.1-13.8-.9-28.3-16.1-17.8zm-30.5 19.2c-68.9 37.4-128.3 31.1-160.6 29.7-23.7-.9-32.6 9.1-33.7 24.9-10.3-7.7-18.6-15.5-20.3-17.1-5.1-5.4-13.7-8-27.1-7.7-31.7 1.1-89.7 7.4-157.4-28V72.3c0-34.9 8.9-45.7 40.6-45.7h317.7c30.3 0 40.9 12.9 40.9 45.7v190.6z"/></svg>
  + <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M448 80c8.8 0 16 7.2 16 16V415.8l-5-6.5-136-176c-4.5-5.9-11.6-9.3-19-9.3s-14.4 3.4-19 9.3L202 340.7l-30.5-42.7C167 291.7 159.8 288 152 288s-15 3.7-19.5 10.1l-80 112L48 416.3l0-.3V96c0-8.8 7.2-16 16-16H448zM64 32C28.7 32 0 60.7 0 96V416c0 35.3 28.7 64 64 64H448c35.3 0 64-28.7 64-64V96c0-35.3-28.7-64-64-64H64zm80 192a48 48 0 1 0 0-96 48 48 0 1 0 0 96z"/></svg> <svg aria-hidden="true" role="img" viewBox="0 0 448 512" style="height:1em;width:0.88em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M448 80v48c0 44.2-100.3 80-224 80S0 172.2 0 128V80C0 35.8 100.3 0 224 0S448 35.8 448 80zM393.2 214.7c20.8-7.4 39.9-16.9 54.8-28.6V288c0 44.2-100.3 80-224 80S0 332.2 0 288V186.1c14.9 11.8 34 21.2 54.8 28.6C99.7 230.7 159.5 240 224 240s124.3-9.3 169.2-25.3zM0 346.1c14.9 11.8 34 21.2 54.8 28.6C99.7 390.7 159.5 400 224 400s124.3-9.3 169.2-25.3c20.8-7.4 39.9-16.9 54.8-28.6V432c0 44.2-100.3 80-224 80S0 476.2 0 432V346.1z"/></svg> visualisation, manipulation de tables
  + régression 
  + analyse factorielle

- <svg aria-hidden="true" role="img" viewBox="0 0 512 512" style="height:1em;width:1em;vertical-align:-0.125em;margin-left:auto;margin-right:auto;font-size:inherit;fill:currentColor;overflow:visible;position:relative;"><path d="M256 32c14.2 0 27.3 7.5 34.5 19.8l216 368c7.3 12.4 7.3 27.7 .2 40.1S486.3 480 472 480H40c-14.3 0-27.6-7.7-34.7-20.1s-7-27.8 .2-40.1l216-368C228.7 39.5 241.8 32 256 32zm0 128c-13.3 0-24 10.7-24 24V296c0 13.3 10.7 24 24 24s24-10.7 24-24V184c0-13.3-10.7-24-24-24zm32 224a32 32 0 1 0 -64 0 32 32 0 1 0 64 0z"/></svg> Prérequis 
  + Analyse Matricielle  (factorisations matricielles)
  + Probabilités  (vecteurs gaussiens, TCL)
  + Statistiques (IC, tests)

Cours recommandé : [Statistique fondamentale](http://master.math.univ-paris-diderot.fr/modules/m1math-s2-stat-fonda/)

[Synopsis](http://s-v-b.github.io/MA7BY020)
]

.fr.w-50.pa2.f6[

]
---

### UE Semestrielle IV : .red[Ouverture]

.fl.w-40.pa2[

- Informatique (Master Informatique)

+ [Portail Masters Informatique](http://www.informatique.univ-paris-diderot.fr/formations/masters/accueil)
  + [Parcours Langages et Programmation](http://www.informatique.univ-paris-diderot.fr/formations/masters/langages_et_programmation/accueil)
  + [Parcours IMPAIRS](http://www.informatique.univ-paris-diderot.fr/formations/masters/impairs/accueil)

- Mathématique des parcours du Campus Saint-Germain des Prés

+ [Parcours Mathématiques Donnés Apprentissage](https://odf.u-paris.fr/fr/offre-de-formation/master-XB/sciences-technologies-sante-STS/mathematiques-donnees-et-apprentissage-K2NDJEIF/master-mathematiques-donnees-et-apprentissage-parcours-mathematiques-modelisation-apprentissage-JT5OADOQ.html)
  + [Parcours Ingénierie mathématiques et biostatistique](https://odf.u-paris.fr/fr/offre-de-formation/master-XB/sciences-technologies-sante-STS/mathematiques-donnees-et-apprentissage-K2NDJEIF/master-mathematiques-donnees-et-apprentissage-parcours-ingenierie-mathematiques-et-biostatistique-JT5O7QE9.html#:~:text=Présentation,sur%20le%20traitement%20des%20données.)

]

.fl.w-60.pa2[

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background-size: cover

# FIN