Hans P. Heinig - Concepedia

Author

Hans P. Heinig

McMaster University

Also Known As

Hans Heinig, Hans P Heinig, Hans P. Heinig

Publications

431

Citations

H-Index

Concepts

All Affiliations

McMaster University University of Maryland, College Park

About

Hans P. Heinig is an author at McMaster University specializing in functional analysis, engineering, and variational inequalities.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Functional Analysis	4	4	162
2	Engineering	3	3	151
3	Variational Inequalities	2	2	44
4	Spectral Theory	2	2	120
5	Approximation Theory	1	1	91

Hans P. Heinig

Publications

280

Citations

H-Index

Page 1

	Year	Citations
Weighted Fourier Inequalities: New Proofs and Generalizations John J. Benedetto, Hans P. Heinig Journal of Fourier Analysis and Applications Spectral TheoryEngineeringFourier AnalysisFunctional AnalysisFourier Expansion	2003	91
Weighted inequalities for monotone and concave functions Hans P. Heinig, Lech Maligranda KTH Publication Database DiVA (KTH Royal Institute of Technology)	1995	62
Some Extensions of Hardy’s Inequality Hans P. Heinig SIAM Journal on Mathematical Analysis EngineeringHardy Maximal FunctionAnalytic Number TheoryHardy ’Laplace Transform	1975	31
Fourier transform inequalities with measure weights John J. Benedetto, Hans P. Heinig Advances in Mathematics Spectral TheoryEngineeringFourier Transform InequalitiesFourier AnalysisFourier Expansion	1992	29
On some fractional order hardy inequalities Hans P. Heinig, Alois Kufner, Lars‐Erik Persson Journal of Inequalities and Applications Fractional-order SystemFractional DynamicVariational Inequality	1997	24
Hardy’s inequalities with indices less than $1$ Paul R. Beesack, Hans P. Heinig Proceedings of the American Mathematical Society	1981	19
Hardy's Inequalities with Indices Less Than 1 Paul R. Beesack, Hans P. Heinig Proceedings of the American Mathematical Society Riemann-hilbert ProblemAnalytic Number TheoryVariational InequalitiesVariational Inequality	1981	13
Modular inequalities for the Calderón operator Marı́a J. Carro, Hans P. Heinig Tohoku Mathematical Journal Interpolation SpaceModular InequalitiesModular InequalityGeneral Interpolation TheoremsOptimal Modular Inequalities	2000	11

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