Timothy Y. Chow - Concepedia

Author

Timothy Y. Chow

CCI Reprographics (United States)

Also Known As

Chow, Timothy Y., T. Chow, T.Y. Chow, Timothy Chow, Timothy Y Chow, Timothy Y. Chow, Timothy Y. Chow

Publications

799

Citations

H-Index

Concepts

All Affiliations

CCI Reprographics (United States)Massachusetts Institute of Technology Tellabs (Canada)Tellabs (United States)Princeton University

About

Timothy Y. Chow is an author at CCI Reprographics (United States) specializing in discrete mathematics, engineering, and graph theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	3	3	190
2	Business	2	2	157
3	Health Sciences	1	1	19
4	Humanities	1	1	19
5	Medicine	1	1	19

Timothy Y. Chow

Publications

742

Citations

H-Index

Page 1

	Year	Citations
Algorithm for traffic grooming in optical networks to minimize the number of transceivers V.R. Konda, Timothy Y. Chow Mathematical ProgrammingEngineeringNetwork PlanningDiscrete OptimizationOperations Research	2002	144
Forbidden subsequences and Chebyshev polynomials Timothy Y. Chow, Julian West Discrete Mathematics Orthogonal PolynomialAnalytic Number TheoryForbidden SubsequencesAnalytic CombinatoricsApproximation Theory	1999	95
Fast Optical Layer Mesh Protection Using Pre-Cross-Connected Trails Timothy Y. Chow, Fabián A. Chudak, A.M. Ffrench IEEE/ACM Transactions on Networking	2004	77
What Is a Closed-Form Number? Timothy Y. Chow American Mathematical Monthly Real Data TypeClosed-form NumberForm Factor (Design)American Mathematical MonthlyNumeracy	1999	54
The Surprise Examination or Unexpected Hanging Paradox Timothy Y. Chow American Mathematical Monthly Forensic PsychologyCognitive ScienceHanging ParadoxAbductive ReasoningCognition	1998	52
The ring grooming problem Timothy Y. Chow, Philip J. Lin Networks Mathematical ProgrammingEngineeringUniform TrafficDiscrete OptimizationOperations Research	2004	34
The Path-Cycle Symmetric Function of a Digraph Timothy Y. Chow Advances in Mathematics Directed GraphGraph TheoryAlgebraic Graph TheoryTopological Graph TheoryDiscrete Mathematics	1996	33
Descents, Quasi-Symmetric Functions, Robinson-Schensted for Posets, and the Chromatic Symmetric Function Timothy Y. Chow Journal of Algebraic Combinatorics	1999	24
Unit interval orders and the dot action on the cohomology of regular semisimple Hessenberg varieties Patrick Brosnan, Timothy Y. Chow Advances in Mathematics Projective GeometryAlgebraic CombinatoricsDot ActionReal Algebraic GeometryUnit Interval Orders	2018	21
Almost-Natural Proofs Timothy Y. Chow	2008	19

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