John Willard Milnor
Nació 1931
De Orange, New Jersey, United States · Nacionalidad: United States
Los libros de John Willard Milnor en orden
Los libros de John Willard Milnor en el orden en que se publicaron, de Reasonable Outcomes for N-person Games (1953) a Dynamical Systems (2014).
- 1Reasonable Outcomes for N-person GamesReasonable Outcomes for N-person Games1953
- 2On Games of SurvivalOn Games of Survival1955
- 3Lectures on Characteristic ClassesLectures on Characteristic Classes1957
- 4Differential TopologyDifferential Topology1958
- 5Differentiable Manifolds Which Are Homotopy SpheresDifferentiable Manifolds Which Are Homotopy Spheres1959
- 6Differentiable StructuresDifferentiable Structures1961
- 7Morse Theory
Morse Theory1963 - 8Whitehead TorsionWhitehead Torsion1964
- 9Topology from the Differentiable Viewpoint
Topology from the Differentiable Viewpoint1965 - 10On Characteristic Classes for Spherical Fibre SpacesOn Characteristic Classes for Spherical Fibre Spaces1968
- 11On the Relationship Between Differentiable Manifolds and ComOn the Relationship Between Differentiable Manifolds and Combinatorial Manifolds1968
- 12Singular Points of Complex Hypersurfaces
Singular Points of Complex Hypersurfaces1968 - 13Singular Points of Complex Hypersurfaces. (AM-61) (Annals of
Singular Points of Complex Hypersurfaces. (AM-61) (Annals of Mathematics Studies)1969 - 14Introduction to Algebraic K-theory
Introduction to Algebraic K-theory1971 - 15Symmetric Bilinear Forms
Symmetric Bilinear Forms1973 - 16Symmetric Bilinear Forms [by] J. Milnor [and] D. HusemollerSymmetric Bilinear Forms [by] J. Milnor [and] D. Husemoller1973
- 17Characteristic Classes
Characteristic Classes1974 - 18Dynamics in One Complex Variable
Dynamics in One Complex Variable1999 - 19Holomorphic Dynamics and RenormalizationHolomorphic Dynamics and Renormalization2008
- 20The Fundamental GroupThe Fundamental Group2009
- 21AlgebraAlgebra2010
- 22Dynamical SystemsDynamical Systems2014
- 23On the Structure of Hopf AlgebrasOn the Structure of Hopf Algebras