Chapter IV The Problem of the A’s and the Jacobian Equations of the Sixth Degree

购物车申请加入邮件组 English

高级检索图表检索

二十面体和5次方程的解的讲义（英文版）作者：Felix Klein　　 ISBN：978-7-04-051022-5　出版时间：2019-05-27

全书目录
本章目录

版权

目录

前辅文

Part I Theory of the Icosahedron Itself

Chapter I The Regular Solids and the Theory of Groups

Chapter II Introduction of (x +i y)

Chapter III Statement and Discussion of the Fundamental Problem, According to the Theory of Functions

Chapter IV On the Algebraical Character of Our Fundamental Problem

Chapter V General Theorems and Survey of the Subject.

Part II Theory of Equations of the Fifth Degree

Chapter I The HistoricalDevelopment of the Theory of Equations of the Fifth Degree

Chapter II Introduction of GeometricalMaterial

Chapter III The Canonical Equations of the Fifth Degree

Chapter IV The Problem of the A’s and the Jacobian Equations of the Sixth Degree

Chapter V The General Equation of the Fifth Degree

Appendix
- 1.The Object of the Following Developments
- 2.The Substitutions of the A’s—Invariant Forms.
- 3.Geometrical Interpretation—Regulation of the Invariant Expressions
- 4.The Problem of the A’s and Its Reduction.
- 5.On the Simplest Resolvents of the Problem of the A’s
- 6.The General Jacobian Equation of the SixthDegree
- 7.Brioschi’s Resolvent
- 8.Preliminary Remarks on the Rational Transformation of Our Problem.
- 9.Accomplishment of the Rational Transformation
- 10.Group-Theory Significance of Cogredience and Contragredience
- 11.Introductory to the Solution of Our Problem.
- 12.Corresponding Formulae.

Chapter IV The Problem of the A’s and the Jacobian Equations of the Sixth Degree

Book Metrics 引用导出

点击：次

下载：次

相关资源

相关词条