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Gaspard Jankowiak 2015-10-02 09:07:47 +02:00
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en/cv.markdown
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@ -19,6 +19,7 @@ Non linear diffusion equations (fast diffusion equation), long time behaviour of
# Education and research
|-:|:-|
|2015-...|**Postdoc**, RICAM - ÖAW,<br>*Analysis and modelling of cell membranes with constrained curvature minimisation*. With <a href="{{authors['cs'].home}}">{{authors['cs'].fullname}}</a> |
|2014-2015|**Postdoc**, LMB - Université de Franche-Comté,<br>*Multiscale finite element methods for the Navier-Stokes equation*. With <a href="{{authors['al'].home}}">{{authors['al'].fullname}}</a> |
|2010–2014|**PhD in applied mathematics**, Ceremade - Université Paris Dauphine,<br>*Asymptotic study of non linear diffusion type PDEs and related functional inequalities*. Supervisor : Jean Dolbeault<br>Defended on June 23, 2014. Defense committee: <a href="{{authors['db'].home}}">{{authors['db'].fullname}}</a>\*, <a href="{{authors['ff'].home}}">{{authors['ff'].fullname}}</a>\*, <a href="{{authors['ml'].home}}">{{authors['ml'].fullname}}</a>\*, <a href="{{authors['fb'].home}}">{{authors['fb'].fullname}}</a>, <a href="{{authors['ng'].home}}">{{authors['ng'].fullname}}</a>, <a href="{{authors['es'].home}}">{{authors['es'].fullname}}</a>, <a href="{{authors['jd'].home}}">{{authors['jd'].fullname}}</a>|
|2010|**Master's thesis**, Imperial College, Londres,<br>*Large coherent structures in shear layer flows*. Supervisor : X. Wu|

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en/index.markdown
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@ -3,14 +3,14 @@ layout: default
math: false
lang: en
---
{% assign authors = site.data.authors %}
[FR](/)\|EN
{: .switcher}
{% include nav_en.html %}
<p id="info"><a href="/images/portrait_large.jpg"><img alt="src" src="/images/portrait.png" id="portrait"></a><span>I hold a PhD since June 23, 2014. My thesis was prepared with the supervision of <a href="http://www.ceremade.dauphine.fr/~dolbeaul">Jean Dolbeault</a>
within the <a href="http://www.ceremade.dauphine.fr/">Ceremade</a>.
Currently, I am a postdoc in <a href="http://lmb.univ-fcomte.fr/">LMB</a> where I'm working with <a href="http://lmb.univ-fcomte.fr/spip.php?page=rubrique&id_rubrique=434">Alexei Lozinski</a> on a multi-scale finite element method for the Navier-Stokes equation.
<p id="info"><a href="/images/portrait_large.jpg"><img alt="src" src="/images/portrait.png" id="portrait"></a><span>
Currently, I am a postdoc at <a href="http://www.ricam.oeaw.ac.at/">RICAM</a>, where I'm working with <a href="{{authors['cs'].home}}">{{authors['cs'].fullname}}</a> on modelling and doing the mathematical analysis for cell membrane, in particular for the lamellipodium.
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.
This also leads me to study some related functional inequalities.</span></p>
@ -18,6 +18,8 @@ This also leads me to study some related functional inequalities.</span></p>
Asymptotic study of non linear diffusion type PDEs and related functional inequalities ([pdf](https://www.ceremade.dauphine.fr/~jankowig/These.pdf))
Supervisor: <a href="{{authors['jd'].home}}">{{authors['jd'].fullname}}</a>. Writtern within <a href="http://www.ceremade.dauphine.fr/">Ceremade</a>, and defended on June 23, 2014.
# Research
* Asymptotic behaviour for non linear diffusion
* Mean-field models - Keller-Segel-type systems