Wolf-Michael Wendler

Theory of Finite Fields

and a Comparison with Characteristic 0


Front	Back

ISBN:

978-3-8440-7614-1

Series:

Mathematik

Keywords:

algegra; geometry; differential and intgral calculus; systems theory function

Type of publication:

Reference books

Language:

English

Pages:

654 pages

Figures:

103 figures

Weight:

977 g

Format:

17 x 24 cm

Bindung:

Hardcover

Price:

49,80 € / 62,30 SFr

Published:

October 2020

Buy:

Download:

Available PDF-Files for this title:

You need the Adobe Reader, to open the files. Here you get help and information, for the download.

These files are not printable.


	Document		Abstract
	Type		PDF
	Costs		free
	Action		Diplay of file - 239 kB (245109 Byte)
	Action		Download of file - 239 kB (245109 Byte)


	Document		Document
	Type		PDF
	Costs		12,45 EUR
	Action		Purchase in obligation and display of file - 7,6 MB (7922758 Byte)
	Action		Purchase in obligation and download of file - 7,6 MB (7922758 Byte)


	Document		Table of contents
	Type		PDF
	Costs		free
	Action		Diplay of file - 277 kB (283162 Byte)
	Action		Download of file - 277 kB (283162 Byte)

User settings for registered users

You can change your address here or download your paid documents again.

User:	Not logged in.
Actions:	Login / Register Forgotten your password?

Recommendation:

You want to recommend this title?

Review copy

Here you can order a review copy.

Link

You want to link this page? Click here.

Abstract

The book contains eight Chapters. The first Chapter is named as Elementary Number Theory and Algebra, where in the latter we introduce groups, rings, and fields as well as complex numbers over finite fields. Within the next Chapter on Algebraic Analysis, we give the definition of functions, both algebraic and transcendental, differential and integral calculus, and elements of complex functions. Chapter 3 treats usual topics of Linear Algebra, like vectors and matrices, the Jordan canonical form as well as the calculation of the matrix exponential function and its inverse. Euclidean geometry of circles, 3-balls, and n-balls with an excursion to pseudo-Euclidean geometry of circles as well as symplectic and differential geometry are treated in Chapter four. Several algebras, like Lie-, Grassmann-, Cliffordalgebras are subject to Chapter 5, where we also include a Section on elementary graph theory. In the next Chapter the orders or classical matrix Lie-groups are derived, where as an aside we rediscover the octahedron group. Chapter 7 and 8 contain systems theory and the formulation of elementary physical theories as mechanics, electrodynamics, and quantum mechanics, respectively.

» more titles from Wolf-Michael Wendler