ANU MATH4201/MATH6201
2016 Semester 1
Numerical Approximation of PDEs
S. Roberts/M. Hegland/L. Stals
Assignment 2
1. (Weak compactness)
In Theorem 14 in the notes (page 38), we need an appropriate (we
Instructor(s): Dr Linda Stals
Department of Mathematics
Australian National University
First Semester 2016
Math4201, Topics in Computational Mathematics Honours
Node-Edge Data Structure in Python
Lind
Introduction to the numerical approximation of
partial differential equations
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Markus Hegland
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Contents
Chapte
Instructor(s): Dr Linda Stals
Department of Mathematics
Australian National University
First Semester 2016
Math4201, Topics in Computational Mathematics Honours
Python Introduction
Jimmy Thomson & Lin
Instructor(s): Dr Linda Stals
Department of Mathematics
Australian National University
First Semester 2016
Math4201, Topics in Computational Mathematics Honours
Solving the System of Equations in Pyth
ANU MATH4201/MATH6201
2016 Semester 1
Numerical Approximation of PDEs
S. Roberts/M. Hegland/L. Stals
Assignment 1
1. Let a(u; v) be a V -elliptic and bounded (but not symmetric) bilinear form de ned
o
ANU MATH4201/MATH6201
2016 Semester 1
Numerical Approximation of PDEs
S. Roberts/M. Hegland/L. Stals
Assignment 2
1. (Discrete Sobolev inequality) Let Vh be a finite dimensional space of linear functi
Introduction to Parallel Mesh Refinement Techniques
for the Solution of Partial Differential Equations.
Dr Linda Stals
email:[email protected]
October, 2013
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Dr Linda Stals (ANU)
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