Milnor, John W. (John Willard), 1931-
Milnor, John Willard, 1931-
Milnor, John W., 1931-....
Milnor, John Willard
John Milnor American mathematician
Milnor, John W.
Милнор, Д. 1931- Джон
VIAF ID: 108821187 (Personal)
Permalink: http://viaf.org/viaf/108821187
Preferred Forms
- 100 0 _ ‡a John Milnor ‡c American mathematician
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- 200 _ | ‡a Milnor ‡b John Willard ‡f 1931-....
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- 100 1 _ ‡a Milnor, John W. ‡q (John Willard), ‡d 1931-
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- 100 1 _ ‡a Milnor, John W., ‡d 1931-....
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- 100 1 _ ‡a Milnor, John Willard
- 100 1 _ ‡a Milnor, John Willard
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- 100 1 _ ‡a Milnor, John Willard ‡d 1931-
- 100 1 _ ‡a Milnor, John Willard ‡d 1931-
- 100 1 _ ‡a Milnor, John Willard, ‡d 1931-
- 100 1 _ ‡a Milnor, John Willard, ‡d 1931-
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4xx's: Alternate Name Forms (92)
Works
Title | Sources |
---|---|
AlgebraicK-theory and quadratic forms | |
Book Review: The topology of fibre bundles | |
Characteristic classes | |
Characteristic Classes, by John W. Milnor and James D. Stasheff | |
Collected papers | |
Construction of Universal Bundles, II | |
Curvatures of left invariant metrics on lie groups | |
Differentiable structures | |
Differential topology | |
Dynamical systems (1984-2012) | |
Dynamics in one complex variable : introductory lectures | |
Friedrich Hirzebruch (1927–2012) | |
Frontiers in complex dynamics : in celebration of John Milnor's 80th birthday | |
Fukuso chōkyokumen no tokuiten | |
The fundamental group | |
Games against nature. | |
The Geometric Realization of a Semi-Simplicial Complex | |
Geometry | |
Golomorfnai︠a︡ dinamika, 2000: | |
Harakterističeskie klassy | |
Homotopy, homology, and manifolds | |
Introduction to algebraic K-theory | |
Isolated singularities defined by weighted homogeneous polynomials | |
Laminations and foliations in dynamics, geometry and topology proceedings of the conference on laminations and foliations in dynamics, geometry and topology, May 18-24, 1998, SUNY at Stony Brook | |
Lectures on the h-cobordism theorem | |
Link Groups | |
The mathematical works of J. H. C. Whitehead | |
A Monotonicity Conjecture for Real Cubic Maps | |
Morse theory | |
Mōsu riron : Tayōtaijō no kaisekigaku to toporojī tono kanren : M. Spivak to R. Wells ni yotte nōtosareta kōgiroku ni motozuku | |
Oeuvres complètes. | |
On a functorial property of power residue symbols | |
On axiomatic homology theory | |
On iterated maps of the interval | |
On Manifolds Homeomorphic to the 7-Sphere | |
On spaces having the homotopy type of ${\rm CW}$-complex | |
On the relationship between differentiable manifolds and combinatorial manifolds | |
On the Structure of Hopf Algebras | |
On the Total Curvature of Knots | |
Osobye točki kompleksnyh giperpoverhnostej | |
A Problem in Cartography | |
Prospects in mathematics | |
Reasonable outcomes for n-person games. | |
Relativity. Groups and topology II, anglais | |
Der Ring der Vektorraumbündel eines topologischen Raumes : teil I | |
Simetričeskie bilinejnye formy / Dž. Milnor, D. Ch'juzmoller. - Moskva, 1986. | |
Singular homology and cohomology | |
Singular points of complex hypersurfaces | |
Solution of the congruence subgroup problem for sl(n>3) and sp2n(n>2) | |
Symmetric bilinear forms | |
Teorema ob h-kobordizme. | |
Teoriâ Morsa | |
Topologia z różniczkowego punktu widzenia | |
Topological methods in modern mathematics : [proceedings of] a symposium in honor of John Milnor's sixtieth birthday : [held at the State University of New York at Stony Brook, June 14 - June 21, 1991 | |
Topology from the differentiable viewpoint | |
Two complexes which are homeomorphic but combinatorially distinct | |
USMG, NATO ASI. Les Houches, session XL, 1983 | |
Values of Large Games II: Oceanic Games | |
Vvedenie v algebraičeskuû K-teoriû | |
Whitehead torsion | |
Works. Selections | |
Works. Selections. 1994 | |
Введение в алгебраическую к-теорию | |
Особые точки комплексных гиперповерхностей | |
Симметрические билинейные формы | |
Теорема об h-кобордизме | |
Теория Морса | |
Характеристические классы : с приложением работы Дж. Манкрса "Элементарная дифференциальная топология" | |
모스이론 M. Spivak과 R. Wells의 노트를 바탕으로 | |
モース理論 : 多様体上の解析学とトポロジーとの関連 | |
複素超曲面の特異点 | |
微分トポロジー講義 | |
特性類講義 |