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Daniel Quillen
Higher Algebraic K-Theory I
An Invitation to Toric Topology: Vertex Four of a Remarkable Tetrahedron
17 Oct 2019 Sir Michael Atiyah, a Knight Mathematician
Calculus Redux
Quillen's Work in Algebraic K-Theory
Arxiv:2109.00654V1 [Math.GT]
The Adams Conjecture
Notices of the American Mathematical Society
Mathematical Olympiad & Other Scholarship, Research Programmes
February 2006
Quillen Cohomology and Hochschild Cohomology
Raoul Bott 1923–2005
* * * Stable Homotopy and the J-Homomorphism
Algebraic K-Theory: Definitions & Properties (Talk Notes)
Fields Medal: Feature Nobel Prize for Young Mathematicians
Daniel Gray Quillen, En La K-Teoría Algebraica
Arxiv:1809.09290V3 [Math.AT] 14 May 2020
An Elementary Proof of Quillen's Theorem for Complex Cobordism
Top View
Daniel Quillen Obituary | Science | the Guardian
4. Higher Algebraic K-Theory with the “Model”
Revisiting Farrell's Nonfiniteness Of
2015 Annual Report
Daniel Quillen Eric Friedlander and Daniel Grayson, Coordinating Editors
La Obra De Daniel G. Quillen Natàlia Castellana
E∞-Comodules and Topological Manifolds a Dissertation Presented
On the Bott Periodicity, $ J $-Homomorphisms, Transfer Maps
Daniel Quillen
Department of Mathematics Putnam Competition
Cobordism Theory Lecture Notes of a Course Taught by Daniel Quillen
Calculating Cobordism Rings
1 Quillen's 6 Page Paper
Quillen's Work on Formal Group Laws and Complex Cobordism Theory
Rational Homotopy Theory Author(S): Daniel Quillen Source: Annals of Mathematics, Second Series, Vol
Cohomology of Groups and Algebraic K-Theory
2017 Annual Report Clay Mathematics Institute
Applying the Classification of Finite Simple Groups a User’S Guide
BIBLIOGRAPHY References
Maths News 2012 [F] Maths Newsletter 1 02/07/2012 13:38 Page 2
EMISSARY M a T H Ema T I Cal Sc Ien C Es R E Sea R C H I Nsti Tute
Ps-Letter.Pdf
"Nobel Prize" of Mathematics
Algebraic K-Theory and Derived Equivalences Suggested by T
On the Formal Group Laws of Unoriented and Complex Cobordism Theory
Algebra Extensions and Nonsingularity
NEWSLETTER Issue: 486 - January 2020
The Legacy of Daniel Quillen
How to Discover and Train Young Talented Undergraduate Students for the Putnam Competition
Introduction to Quillen's Algebraic K-Theory