#partialdifferentialequations

2025-05-16

People in the market for a postdoc position in numerical linear algebra should look at the advert for a postdoc in Edinburgh "devoted to research on Randomized Numerical Linear Algebra for Optimization and Control of Partial Differential Equations."

The mentors are John Pearson (Edinburgh) and Stefan Güttel (Manchester), both excellent people, and the topic is fascinating. I even fantasised about leaving my permanent job and doing this instead ...

More info: jobs.ac.uk/job/DNA984/postdoct

#NumericalAnalysis #optimization #PartialDifferentialEquations #postdoc

Tutor Intellecttutorintellect
2025-02-19

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Miladiummiladium
2025-02-13

For the first time, the interchangeability of partial derivatives was proven by Leonhard Euler.

Barcelona Dynamical SystemsDynSysBCN@mathstodon.xyz
2024-11-27

21st School on Interactions between #DynamicalSystems and #PartialDifferentialEquations

📅 June 30 - July 04, 2025
📍Centre de Recerca Matemàtica (Barcelona)

Registration is open.
⚠️ Registration deadline is June 12, 2025.

The registration fee (200€/75€ for granted) includes coffee breaks and lunch.
⚠️ Application deadline for grants and posters is April 13th, 2025.

The School on Interactions between Dynamical Systems and Partial Differential Equations (JISD) is an annual international summer school consisting of four short courses of around five hours given by four world-leading experts.

LECTURERS
Dmitry Dolgopyat | University of Maryland
Serena Dipierro | University of Western Australia
Luciano Mari | Università di Torino
Sylvain Crovisier | Université Paris-Saclay

crm.cat/jisd2025/

The School on Interactions between Dynamical Systems and Partial Differential Equations (JISD) is an annual international summer school consisting of four short courses of around five hours given by four reseaaechers.
Erwin Schrödinger InstituteESIVienna@mathstodon.xyz
2023-05-26

We congratulate Prof #LuisCaffarelli 🥳

The #WorldMathAbelPrize 2023 was given to Luis Caffarelli, a former member of the Scientific Advisory Board of the
@ESIVienna. He has been making important contribution to the subject #nonlinear #PartialDifferentialEquations.

Dive into his work here: abelprize.no
esi.ac.at/news/n38

@univienna
#Abel2023

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