Numerical analysis and optimization : an introduction to mathematical modelling and numerical simulation
Mathematical models Mathematical optimization Numerical analysis MATHEMATICS Modellierung Numerische Mathematik Optimierung Lehrbuch sähkökirjat
Oxford University Press
2007
EISBN 9780191525520
Finite difference method.
Variational formulation of elliptic problems.
Sobolev spaces.
Mathematical study of elliptic problems.
Finite element method.
Eigenvalue problems.
Evolution problems.
Introduction to optimization.
Optimality conditions and algorithms.
Methods of operational research / written in collaboration with Stéphane Gaubert.
Review of hilbert spaces.
Matrix numerical analysis.
This work familiarises students with mathematical models (PDEs) and methods of numerical solution and optimisation. Including numerous exercises and examples, this is an ideal text for advanced students in Applied Mathematics, Engineering, Physical Science and Computer Science.
Variational formulation of elliptic problems.
Sobolev spaces.
Mathematical study of elliptic problems.
Finite element method.
Eigenvalue problems.
Evolution problems.
Introduction to optimization.
Optimality conditions and algorithms.
Methods of operational research / written in collaboration with Stéphane Gaubert.
Review of hilbert spaces.
Matrix numerical analysis.
This work familiarises students with mathematical models (PDEs) and methods of numerical solution and optimisation. Including numerous exercises and examples, this is an ideal text for advanced students in Applied Mathematics, Engineering, Physical Science and Computer Science.
