# Group theory applied to boundary value problems with applications to reactor physics 1 edition

By Mihály Makai

Group theory applied to boundary value problems with applications to r ...

Mihály Makai

Group theory applied to boundary value problems with applications to r ...
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##
**Group theory applied to boundary value problems with applications to reactor physics**

Mihály Makai

####
Published
**2009**
by
Nova Science Publishers
in
Hauppauge, N.Y
.

Written in English.

### Table of Contents

Introduction | ||

Boundary value problems | ||

Discrete groups, lie groups | ||

Computational group theory | ||

Solution methods to boundary value problems | ||

Symmetries and physical laws | ||

Symmetry analysis of operators | ||

Separation of variables | ||

Galois theory | ||

Symmetries of boundary value problems | ||

Use of geometrical symmetries | ||

Symmetry and iteration | ||

Multiscale models | ||

Domain reduction | ||

Discretized volumes | ||

Symmetric equipment | ||

Symmetries of selected operators | ||

Mathematical structures and maps | ||

Notation. |

### Edition Notes

Includes index.

### Classifications

## Dewey Decimal Class |
515/.35 |

## Library of Congress |
QC20.7.G76 M35 2009 |

### The Physical Object

## Pagination |
p. cm. |

### ID Numbers

## Open Library |
OL24383667M |

## ISBN 13 |
9781617614774 |

## LC Control Number |
2010026260 |

## OCLC/WorldCat |
646120996 |

## History Created October 21, 2010 · 1 revision Download catalog record: RDF / JSON

October 21, 2010 | Created by ImportBot | initial import |