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Heinz Hopf
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Differential Geometry in the Large Seminar Lectures New York University 1946 and Stanford University 1956 Series: Lecture Notes in Mathematics
Jt3(S\ H. Hopf, W.K. Clifford, F. Klein
A Treatise on Quantum Clifford Algebras Contents
1 Background and History 1.1 Classifying Exotic Spheres the Kervaire-Milnor Classification of Exotic Spheres
EMMY NOETHER and TOPOLOGY F. Hirzebruch1 My Knowledge
Collected Papers - Gesammelte Abhandlungen Series: Springer Collected Works in Mathematics
Hopf Fibrations and Hurwitz-Radon Numbers
Heinz Hopf, Selected Chapters of Geometry
Saunders Mac Lane, the Knight of Mathematics S. S
Snapshots of Topology in the 50'S
A History of Duality in Algebraic Topology James C
Topology Becomes Algebraic with Vietoris and Noether
Emmy Noether and Hermann Weyl.∗
Sets of Radial Continuity of Analytic Functions
The Hopf Fibrations Are Characterized by Being Fiberwise Homogeneous
Emmy Noether and the Independent Social Democratic Party
Top View
How Curvature Shapes Space
Semisimplicity for Hopf Algebras
TOPOLOGY and LOGIC AS a SOURCE of ALGEBRA Retiring Presidential Address1
Jarník's Note of the Lecture Course Punktmengen Und Reelle Funktionen by PS Aleksandrov
Research Collection
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On the History of the Hopf Problem Arxiv:1708.01068V1 [Math.HO] 3
Cobordism and Hopf's Theorem
An Elementary Introduction to the Hopf Fibration
Emmy Noether and Her Contributions to Commutative Algebra
“Not Just an Idle Game” (Examining Some Historical Conceptual Arguments in Homotopy Theory) Arxiv:2001.00534V4 [Math.AT] 2
The Arf-Kervaire Invariant of Framed Manifolds
Richard Courant 1888–1972
Saunders Mac Lane 1909–2005
The Life and Times of Emmy Noether; Contributions of E. Noether To
Göttingen 1928)
Word-Dokumentvorlage Version 1.2 (ML)
Topologie I, by Paul Alexandroff and Heinz Hopf, Springer, Berlin, 1935
No. 3 June 1972
Mathematics People
Michael Rapoport