Lectures on the icosahedron and the solution of equations of the fifth degree
by Felix Klein ; translated by George Gavin Morrice.
2nd and rev. ed.
New York : Dover Publications, [1956]
xvi, 289 págs. ; 21 cm.
Reseña: MathSciNet, 18,329c
Contenido
- Part I. Theory of the Icosahedron Itself 1. The Definition of a Game and the Min-Max Theorem
- 2. Introductions of (x + iy)
- 3. Statement and Discussion of the Fundamental Problem, According to the Theory of Functions
- 4. On the Algebraical Character of Our Fundamental Problem 5. General Theorems and Survey of the Subject
- Part II. Theory of Equations of the Fifth Degree
- 1. The Historical Development of the Theory of Equations of the Fifth Degree
- 2. Introduction of Geometrical Material
- 3. The Canonical Equations of the Fifth Degree
- 4. The Problem of the A's and the Jacobian Equations of the Sixth Degree
- 5. The General Equation of the Fifth Degree.