T. N. Shorey - Concepedia

Author

T. N. Shorey

Also Known As

M. Mignotte, Shorey, T. N., Shorey, Tarlok Nath, T N Shorey, T. N. SHOREY, T. N. Shorey, T. Shorey, T.N Shorey, T.N. Shorey, Tarlok N Shorey

168

Publications

Citations

H-Index

Concepts

All Affiliations

Tata Institute of Fundamental Research Leiden University

About

T. N. Shorey is an author at Tata Institute of Fundamental Research specializing in discrete mathematics, engineering, and approximation theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	2	2	44
2	Approximation Theory	2	2	48
3	Theory Of Computing	1	1	10
4	Algebraic Complexity	1	1	10
5	Computational Complexity	1	1	10

T. N. Shorey

Publications

768

Citations

H-Index

Page 1

	Year	Citations
On the Diophantine equation $ax^{2t}+bx^ty+cy^2=d$ and pure powers in recurrence sequences. T. N. Shorey, C. L. Stewart MATHEMATICA SCANDINAVICA Recurrence SequencesPure PowersDiophantine EquationDiophantine Analysis	1983	91
Pure powers in recurrence sequences and some related diophantine equations T. N. Shorey, C. L. Stewart Journal of Number Theory Computational Number TheoryPure PowersDiophantine Analysis	1987	43
Almost perfect powers in arithmetic progression N. Saradha, T. N. Shorey Acta Arithmetica Perfect PowersComputational Number TheoryAnalytic Number TheoryDiophantine Analysis	2001	40
New applications of Diophantine approximations to Diophantine equations. T. N. Shorey, R. Tijdeman MATHEMATICA SCANDINAVICA Numerical AnalysisPade ApproximantEngineeringNew ApplicationsApproximation Method	1976	34
Perfect powers in products of terms in an arithmetical progression (II) T. N. Shorey, R. Tijdeman French digital mathematics library (Numdam) Perfect PowersComputational Number TheoryAnalytic Number TheoryArithmetical Progression	1990	31
Diophantine equations with products of consecutive terms in Lucas sequences Florian Luca, T. N. Shorey Journal of Number Theory Lucas SequencesDiophantine Analysis	2004	25
Perfect powers in values of certain polynomials at integer points T. N. Shorey Mathematical Proceedings of the Cambridge Philosophical Society Computational Number TheoryDiophantine AnalysisGreatest Prime FactorPerfect PowersAnalytic Number Theory	1986	25
On gaps between numbers with a large prime factor. II T. N. Shorey Acta Arithmetica Computational Number TheoryAnalytic Number TheoryLarge Prime Factor	1974	23
On Divisors of Fermat, Fibonacci, Lucas and Lehmer Numbers, II T. N. Shorey, C. L. Stewart Journal of the London Mathematical Society Geometry Of NumberAnalytic Number TheoryResidue SystemDiophantine AnalysisLehmer Numbers	1981	23
An extension of a theorem of Euler Noriko Hirata-Kohno, Shanta Laishram, T. N. Shorey, Acta Arithmetica Geometry Of NumberAnalytic Number Theory	2007	22

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