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Slastikov, Valeriy V. - Department of Mathematics, University of Bristol
Geometrically Constrained Walls Robert V. Kohn
ODEs Course Project: Investigating Nonlinear Ecological Models
Computer Lab 4. Power series methods. Maple's dsolve command can be invoked with an option called series, which finds
On spatial variations of nematic ordering Ibrahim Fatkullin a
Computer Lab 3. Romeo and Juliet. We want to study the following hypothetical love story. Let x(t) be a function of
GEOMETRICALLY CONSTRAINED WALLS IN TWO DIMENSIONS M. MORINI & V. SLASTIKOV
1. (a) Consider the following problem f(u(x), u (x)) dx ,
Model exam-solutions 1. (a) We have to show that Euler-Lagrange equations are equivalent to
