W. T. Gowers - Concepedia

Author

W. T. Gowers

Also Known As

Freer, Cameron, Gowers, Timothy, Gowers, W. T., Gowers, WT, Timothy Gowers, W Gowers, W T Gowers, W. Gowers, W. T. GOWERS, W. T. Gowers

127

Publications

5.1K

Citations

H-Index

Concepts

All Affiliations

University of Cambridge Institute of Mathematical Statistics University College London University of Oxford Trinity College London

About

W. T. Gowers is an author at University of Cambridge specializing in discrete mathematics, functional analysis, and engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	6	6	561
2	Education	3	3	494
3	Computer Science	2	2	41
4	Artificial Intelligence	2	2	166
5	Social Sciences	1	1	150

W. T. Gowers

Publications

4.2K

Citations

H-Index

Page 1

	Year	Citations
A new proof of Szemerédi's theorem W. T. Gowers Geometric and Functional Analysis Real Algebraic GeometryNew ProofAnalytic Number TheoryGeometry Of Number	2001	705
The unconditional basic sequence problem W. T. Gowers, B. Maurey Journal of the American Mathematical Society Infinite Dimensional AnalysisSequence DesignLinear OperatorBanach SpaceDiscrete Mathematics	1993	495
A New Proof of Szemer�di's Theorem for Arithmetic Progressions of Length Four W. T. Gowers Geometric and Functional Analysis Geometry Of NumberComputational Number TheoryAnalytic Number TheoryArithmetic ProgressionsNew Proof	1998	446
RANDOM GRAPHS (Wiley Interscience Series in Discrete Mathematics and Optimization) <i>By</i> S<scp>VANTE</scp> J<scp>ANSON</scp>, T<scp>OMASZ</scp> Ł<scp>UCZAK</scp> and A<scp>NDRZEJ</scp> R<scp>UCIŃSKI</scp>: 333 pp., US$48.50, <scp>ISBN</scp> 0-471-17541-2 (John Wiley & Sons, New York, 2000). RANDOM GRAPHS (Encyclopaedia of Mathematics and its Applications 53) <i>By</i> V. F. K<scp>OLCHIN</scp>: 252 pp., US$50, <scp>ISBN</scp> 0-521-44081-5 (Cambridge University Press, 1999). W. T. Gowers Bulletin of the London Mathematical Society Network ScienceGraph TheoryEngineeringRandom GraphStructural Graph Theory	2001	313
Quasirandom Groups W. T. Gowers Combinatorics Probability Computing Geometric Group TheoryConstant CFrattini SubgroupProduct-free SubsetGroup Structure	2008	236
A NEW PROOF OF SZEMERÉDI’S THEOREM W. T. Gowers	2001	181
Quasirandomness, Counting and Regularity for 3-Uniform Hypergraphs W. T. Gowers Combinatorics Probability Computing Geometric Graph TheoryGraph TheoryExtremal Graph TheoryAlgebraic Graph TheoryRegularity Lemma	2006	177
Lower bounds of tower type for Szemerédi's uniformity lemma W. T. Gowers Geometric and Functional Analysis Geometry Of NumberLower BoundsCombinatorial DesignAnalytic Number Theory	1997	169
Combinatorial theorems in sparse random sets David Conlon, W. T. Gowers Annals of Mathematics	2016	169
The art of problem solving A. Gardiner, W. T. Gowers Artificial IntelligenceProblem-based LearningProblem Solving EnvironmentAutomated ReasoningDesign	2008	150

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