Publication detail

A note on involutoryautomorphisms of C and the use of algebrically independent numbers for the construction diagonable matrices

SKULA, L.

Original Title

A note on involutoryautomorphisms of C and the use of algebrically independent numbers for the construction diagonable matrices

Type

journal article - other

Language

English

Original Abstract

The involutory aotomorphisms of the complex field are classified into three families" Archimedian - "like real numbers", Archimedian - "like a propper subfield of real numbers" and non-Archimedian. It is shown that these families have the same cardinality equal to exp exp aleph 0. By means of the involutory. automorphisms and Lindemann's criterion on algebraically independent numbers a class of diagonable matrices is constructed.

Keywords

Involutory automorphism of the komplex field; algebraically independent number; Lindemann criterion; diagonable matrix.

Authors

SKULA, L.

RIV year

2005

Released

21. 8. 2005

Publisher

Universitatis Ostraviensis

Location

Ostrava

Pages from

49

Pages to

60

Pages count

12

BibTex

@article{BUT43161,
  author="Ladislav {Skula}",
  title="A note on involutoryautomorphisms of C and the use of algebrically independent numbers for the construction diagonable matrices",
  year="2005",
  volume="2004",
  number="12",
  pages="49--60"
}