Georg Pólya - Concepedia

Author

Georg Pólya

Stanford University

Also Known As

G. POLYA, G. Polya, G. PÓLYA, G. PÓLya, G. PÓlya, G. Pólya, G. Pôlya, Georg Polya, Georg Pólya, Oden

241

Publications

11.1K

Citations

H-Index

Concepts

All Affiliations

Stanford University

About

Georg Pólya is an author at Stanford University specializing in engineering, spectral theory, and functional analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	6	6	473
2	Social Sciences	2	2	104
3	Cognitive Science	2	2	104
4	Chemistry	1	1	13
5	Electrical Engineering	1	1	12

Georg Pólya

Publications

4.2K

Citations

H-Index

Page 1

	Year	Citations
How to Solve It. A New Aspect of Mathematical Method. E. T. Bell, Georg Pólya American Mathematical Monthly Mathematical Method	1945	1.8K
On the Ratio of Consecutive Eigenvalues L. E. Payne, Georg Pólya, Hans F. Weinberger Journal of Mathematics and Physics Spectral TheoryConsecutive EigenvaluesMatrix TheoryRandom MatrixMatrix Analysis	1956	319
On the mean-value theorem corresponding to a given linear homogeneous differential equation Georg Pólya Transactions of the American Mathematical Society Mean-value TheoremHomogeneous Differential Equation	1922	209
On the Eigenvalues of Vibrating Membranes<sup>†</sup> Georg Pólya Proceedings of the London Mathematical Society Spectral TheoryMembrane StructureVibrationsEngineeringPhysics	1961	189
On the Roots of Certain Algebraic Equations A. Bloćh, Georg Pólya Proceedings of the London Mathematical Society Certain Algebraic EquationsAlgebraic MethodLinear Equation	1932	178
On an Integral Function of an Integral Function Georg Pólya Journal of the London Mathematical Society Function TheoryDefinite IntegralIntegral FunctionIntegral Transform	1926	168
On the Mean-Value Theorem Corresponding to a Given Linear Homogeneous Differential Equations Georg Pólya Transactions of the American Mathematical Society Mean-value Theorem CorrespondingFunctional AnalysisNonlinear Functional Analysis	1922	167
Remarks on de la Vallée Poussin means and convex conformal maps of the circle Georg Pólya, I. J. Schoenberg Pacific Journal of Mathematics	1958	155
On the number of certain lattice polygons Georg Pólya Journal of Combinatorial Theory Lattice (Order)Certain Lattice PolygonsEnumerative CombinatoricsDiscrete MathematicsLattice Theory	1969	136
Inequalities for the Capacity of a Condenser Georg Pólya, Gábor Szegő American Journal of Mathematics EngineeringLower BoundCapacity PlanningThermodynamicsVariational Inequality	1945	128

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