start in graz
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Gaspard Jankowiak
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5 changed files with 28 additions and 18 deletions
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@ -88,6 +88,11 @@ kb:
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fullname: Katharina Brazda
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home: https://www.mat.univie.ac.at/~brazda/
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kbredies:
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name: K. Bredies
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fullname: Kristan Bredies
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home: https://imsc.uni-graz.at/bredies/
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ll:
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name: L. Langer
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fullname: Leonie Langer
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@ -131,6 +136,11 @@ ng:
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fullname: Nassif Ghoussoub
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home: http://www.birs.ca/~nassif/
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os:
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name: O. Schnürer
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fullname: Oliver Schnürer
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home: https://www.math.uni-konstanz.de/~schnuere/
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pam:
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name: P.A. Markowich
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fullname: Peter A. Markowich
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@ -8,7 +8,8 @@ Non linear diffusion equations (fast diffusion equation), long time behaviour of
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# Education and research
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|-:|:-|
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|2021-...|**Postdoc**, University of Constance (Germany), in the group of <a href="{{authors['os'].home}}">{{authors['os'].fullname}}</a> |
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|2023-|**Postdoc**, University of Graz (Austria), in the group of <a href="{{authors['kbredies'].home}}">{{authors['kbredies'].fullname}}</a> |
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|2021-2023|**Postdoc**, University of Constance (Germany), in the group of <a href="{{authors['os'].home}}">{{authors['os'].fullname}}</a> |
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|2018-2021|**Postdoc**, RICAM *Asymptotic flow-gradient structures for crowd motion*. With <a href="{{authors['mtw'].home}}">{{authors['mtw'].fullname}}</a> |
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|2015-2018|**Postdoc**, RICAM / University of Vienna (Austria),<br>*Analysis and modelling of cell membranes with constrained curvature minimisation*. With <a href="{{authors['cs'].home}}">{{authors['cs'].fullname}}</a> |
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|2014-2015|**Postdoc**, LMB - Université de Franche-Comté,<br>*Multiscale finite element methods for the Stokes equation*. With <a href="{{authors['al'].home}}">{{authors['al'].fullname}}</a> |
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@ -8,7 +8,8 @@
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# Formation et recherche
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|-:|:-|
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|2021-...|**Postdoc**, Université de Constance (Allemagne) dans le groupe d'<a href="{{authors['os'].home}}">{{authors['os'].fullname}}</a> |
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|2023-|**Postdoc**, University of Graz (Autriche), avec <a href="{{authors['kbredies'].home}}">{{authors['kbredies'].fullname}}</a> |
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|2021-2023|**Postdoc**, Université de Constance (Allemagne) avec <a href="{{authors['os'].home}}">{{authors['os'].fullname}}</a> |
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|2018-|**Postdoc**, RICAM *Structures de flots-gradient asymptotiques dans le cadre du traffic piétonnier*. Avec <a href="{{authors['mtw'].home}}">{{authors['mtw'].fullname}}</a> |
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|2015-2018|**Postdoc**, RICAM / Université de Vienne (Autriche),<br>*Analyse et modélisation de l'évolution de la membrane cellulaire par minimisation de courbure sous contraintes*. Avec <a href="{{authors['cs'].home}}">{{authors['cs'].fullname}}</a> |
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|2014-2015|**Postdoc**, LMB - Université de Franche-Comté,<br>*Méthode des éléments finis multiéchelle pour l'équation de Stokes*. Avec <a href="{{authors['al'].home}}">{{authors['al'].fullname}}</a> |
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@ -6,7 +6,7 @@ lang: en
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{% assign authors = site.data.authors %}
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<p id="info"><a href="/images/portrait_large.jpg"><img alt="src" src="/images/portrait.png" id="portrait"></a><span id="resume">
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Currently, I am a postdoc at the <a href="https://uni.kn/">University of Constance</a> in the group of <a href="{{authors['os'].home}}">{{authors['os'].fullname}}</a>.
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Currently, I am a postdoc at the <a href="https://mathematik.uni-graz.at/en/">University of Graz</a> in the group of <a href="{{authors['kbredies'].home}}">{{authors['kbredies'].fullname}}</a>.
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I work on designing and analyzing models in the context of crowd motion and cell biology, including membranes of crawling lymphocytes.
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In the case I study more specifically, this leads to gradient-flows which govern the evolution of rheologically nonhomogeneous curves on the plane.
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More generally, I am also interested in analysis of non linear PDEs, of drift-diffusion type in particular, just like the Keller and Segel model for chemotaxis.
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@ -62,16 +62,14 @@ Supervisor: <a href="{{authors['jd'].home}}">{{authors['jd'].fullname}}</a>. Wri
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# Contact
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Gaspard Jankowiak
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**@** <span>gaspard</span><span></span>@<span>math.janko.fr</span>
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**@** <span>gaspard.jankowiak</span><span></span>@<span>uni-konstanz.de</span>
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*✆* +49 7531 88 2524
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**@** <span>gaspard.jankowiak</span><span></span>@<span>uni-graz.at</span>
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*✆* +43 0000 00 0000
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[ORCiD](https://orcid.org/0000-0002-9025-1465)
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{: .float-left}
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Office F402
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Fachbereich Mathematik und Statistik
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Universität Konstanz
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78457 Konstanz
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{: .float-right}
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Department of Mathematics and Scientific Computing
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University of Graz
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Heinrichstraße 36
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A-8010 Graz
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{: .float-right}
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@ -6,7 +6,7 @@ lang: fr
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{% assign authors = site.data.authors %}
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<p id="info"><a href="/images/portrait_large.jpg"><img alt="portrait" src="/images/portrait.png" id="portrait"></a><span id="resume">
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Actuellement postdoc à l'<a href="https://uni.kn/">Université de Constance</a>, je travaille avec <a href="{{authors['os'].home}}">{{authors['os'].fullname}}</a>.
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Actuellement postdoc à l'<a href="https://mathematik.uni-graz.at/en/">Université de Graz</a>, je travaille avec <a href="{{authors['kbredies'].home}}">{{authors['kbredies'].fullname}}</a>.
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Je travaille sur la formulation et l'analyse de modèles pour les déplacements piétonniers et la biologie, et plus particulièrement la membrane de lymphocytes.
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Dans le cas que j'étudie plus particulièrement, ceci mène à l'étude de flots-gradients régissant l'évolution de courbes non homogènes du point de vue de la rhéologie.
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Je m'intéresse plus généralement à l'analyse des EDP non linéaires, en particulier celle de type dérive-diffusion, comme le modèle de Keller et Segel pour la chimiotaxie.
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@ -64,15 +64,15 @@ Préparée sous la direction de <a href="{{authors['jd'].home}}">{{authors['jd']
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Gaspard Jankowiak
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**@** <span>gaspard</span><span></span>@<span>math.janko.fr</span>
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**@** <span>gaspard.jankowiak</span><span></span>@<span>uni-konstanz.de</span>
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*✆* +49 7531 88 2524
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**@** <span>gaspard.jankowiak</span><span></span>@<span>uni-graz.at</span>
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*✆* +43 0000 00 0000
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[ORCiD](https://orcid.org/0000-0002-9025-1465)
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{: .float-left}
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Bureau F402
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Fachbereich Mathematik und Statistik
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Universität Konstanz
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78457 Konstanz
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Department of Mathematics and Scientific Computing
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University of Graz
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Heinrichstraße 36
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A-8010 Graz
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{: .float-right}
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{: .float-right}
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