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Prof.dr. M.A. Peletier Person

Prof.dr. M.A. Peletier

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Expertise Variational calculus, nonlinear evolution problems (e.g. porous media flow), stability of elastic structures, and minimization over (but not of) convex functions
Expertise (NL) Variational calculus, nonlinear evolution problems (e.g. porous media flow), stability of elastic structures, and minimization over (but not of) convex functions
Digital Author ID info:eu-repo/dai/nl/110311078
KNAW member The Young Academy
Grants/prizes NWO-Vici 2011; NWO-Vidi 2003

Active as

Professor
Organisation CASA : Centre for Analysis, Scientific Computing, and Applications (TU/e)
Chair (EN) Variational methods
Chair (NL) Variationele methoden
Phone +31-40-2474621
Email m. a. peletier -at- tue. nl
URL http://www.tue.nl/staff/m.a.peletier

Publications

(the most recent at the top)
Applied mathematics, the Hans van Duijn way
A model of rotary spinning process
Multi-layered folding with voids
Stripe patterns and a projection-valued formulation of the eikonal equation
Chemical reactions as $\Gamma$-limit of diffusion
All publications..

Enhanced publications

(the most recent at the top)
Doctoral Thesis: Partial localisation in a variational model for diblock copolymer-homopolymer blends

Current research

(the most recent research is at the top)
Researcher Second Generation of Integrated Batteries
Project leader Correlating fluctuations across the scales
Project leader Gradient flows and large deviations: bridging the scales
Project leader Singular-Limit Analysis of Metapatterns

Completed research projects

(the most recent research is at the top)
Researcher Numerical algorithms in bio-informatics
Supervisor Hele-Shaw and Stokes flow with a source or sink: Stability of spherical solutions
Project leader Handling biological complexity: as simple as possible but not simpler
Supervisor Partial localisation in a variational model for diblock copolymer-homopolymer blends
Project leader Monotonicity and symmetric properties of oscillatory solutions of fourth-order ordinary differential equations

Classification

D11300 Functions, differential equations
D11400 Fourier analysis, functional analysis
D14000 Technology

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