Jet Wimp - Concepedia

Author

Jet Wimp

Drexel University

Also Known As

J. Wimp, JET WIMP, Jet Wimp, Wimp,Jet

180

Publications

2.5K

Citations

H-Index

Concepts

All Affiliations

Drexel University MRIGlobal Institute of Semitic Studies University of Delaware

About

Jet Wimp is an author at Drexel University specializing in approximation theory, engineering, and functional analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	13	16	702
2	Physics	3	3	79
3	Social Sciences	1	1	148
4	Cognitive Science	1	1	148
5	Computer Science	1	1	15

Jet Wimp

Publications

2.1K

Citations

H-Index

Page 1

	Year	Citations
Sequence Transformations and their Applications. P. Wynn, Jet Wimp Mathematics of Computation Sequence DesignSequence Transformations	1982	303
Computation with Recurrence Relations. F. W. J. O., Jet Wimp Mathematics of Computation Computational ComplexityRecursive FunctionRecurrence Relations	1986	230
Resurrecting the asymptotics of linear recurrences Jet Wimp, Doron Zeilberger Journal of Mathematical Analysis and Applications EngineeringLinear RecurrencesComputational ComplexityAnalytic CombinatoricsAsymptotic Formula	1985	157
Associated Laguerre and Hermite polynomials Richard Askey, Jet Wimp Proceedings of the Royal Society of Edinburgh Section A Mathematics Spectral TheoryPade ApproximantAssociated LaguerreEngineeringHermite Polynomials	1984	149
The math gene: How mathematical thinking evolved and why numbers are like gossip Jet Wimp, Keith Devlin The Mathematical Intelligencer Math GeneCognitive ScienceStatistical ThinkingMathematics CognitionCognitive Development	2002	148
Asymptotic Approximation of Integrals. Jet Wimp, R. Wong Mathematics of Computation Asymptotic ApproximationApproximation MethodDefinite IntegralAsymptotic FormulaApproximation Theory	1991	114
Explicit Formulas for the Associated Jacobi Polynomials and Some Applications Jet Wimp Canadian Journal of Mathematics Spectral TheoryPade ApproximationPade ApproximantEngineeringJacobi Polynomials	1987	102
Expansions of hypergeometric functions in hypergeometric functions Jerry L. Fields, Jet Wimp Mathematics of Computation Multiplication Type ExpansionsGeneral ExpansionsAnalytic Number TheoryAnalytic CombinatoricsHypergeometric Functions	1961	100
Mathematical constants Jet Wimp The Mathematical Intelligencer	2004	74
A Class of Integral Transforms Jet Wimp Proceedings of the Edinburgh Mathematical Society Method Of Fundamental SolutionResolvent KernelRiemann-hilbert ProblemG -FunctionNew Class	1964	57

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