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Title Details:
Simple Extensions and Algebraic Closures
Authors: Theochari Apostolidi, Theodora
Charalampous, Chara
Reviewer: Kontogeorgis, Aristeidis
Subject: MATHEMATICS AND COMPUTER SCIENCE > MATHEMATICS > FIELD THEORY AND POLYNOMIALS > FIELD EXTENSIONS
MATHEMATICS AND COMPUTER SCIENCE > MATHEMATICS > FIELD THEORY AND POLYNOMIALS > REAL AND COMPLEX FIELDS
MATHEMATICS AND COMPUTER SCIENCE > MATHEMATICS > FIELD THEORY AND POLYNOMIALS > GENERAL FIELD THEORY
Description:
Abstract:
In this chapter we examine simple field extensions and compare them with Galois extensions. We also consider algebraically closed extensions and compare them with the field of complex numbers.
Linguistic Editors: Theochari Apostolidi, Theodora
Technical Editors: Karydis, Ioannis
Charalampous, Chara
Graphic Editors: Charalampous, Chara
Type: Chapter
Creation Date: 2015
Item Details:
License: Attribution – NonCommercial – NoDerivatives 4.0 International (CC BY-NC-ND 4.0)
Handle http://hdl.handle.net/11419/737
Bibliographic Reference: Theochari Apostolidi, T., & Charalampous, C. (2015). Simple Extensions and Algebraic Closures [Chapter]. In Theochari Apostolidi, T., & Charalampous, C. 2015. Galois Theory [Undergraduate textbook]. Kallipos, Open Academic Editions. https://hdl.handle.net/11419/737
Language: Greek
Is Part of: Galois Theory
Version: v.1.2
Publication Origin: Kallipos, Open Academic Editions