K. PEARSON - Concepedia

Author

K. PEARSON

Also Known As

K. J. Pearson, K. PEARSON, K. Pearson, K.J. Pearson, Kelly J. Pearson, Kelly Jeanne Pearson, Kelly Pearson, Pearson, K. J., Pearson, Kelly J.

Publications

2.1K

Citations

H-Index

Concepts

All Affiliations

Murray State University Peking University

About

K. PEARSON is an author at Murray State University specializing in engineering, spectral theory, and biostatistics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	8	8	1K
2	Medicine	3	3	56
3	Education	2	2	36
4	Public Health	2	2	300
5	Natural Sciences	1	1	11

K. PEARSON

Publications

Citations

H-Index

Page 1

	Year	Citations
Perron-Frobenius theorem for nonnegative tensors Kai‐Wei Chang, K. PEARSON, T. Zhang Communications in Mathematical Sciences Spectral TheoryPerron-frobenius TheoremEngineeringRepresentation TheoryNonnegative Tensors	2008	549
On eigenvalue problems of real symmetric tensors Kai‐Wei Chang, K. PEARSON, Tan Zhang Journal of Mathematical Analysis and Applications Spectral TheoryEigenvalue ProblemsMatrix TheoryMatrix AnalysisLie Point Symmetry	2008	196
ON A METHOD OF DETERMINING WHETHER A SAMPLE OF SIZE n SUPPOSED TO HAVE BEEN DRAWN FROM A PARENT POPULATION HAVING A KNOWN PROBABILITY INTEGRAL HAS PROBABLY BEEN DRAWN AT RANDOM K. PEARSON Biometrika A MethodVolume 25Other WorksSampling TheorySampling Technique	1933	193
On Spectral Hypergraph Theory of the Adjacency Tensor K. PEARSON, Tan Zhang Graphs and Combinatorics Spectral TheoryGraph TheoryAlgebraic Graph TheoryStructural Graph TheoryHypergraph Theory	2013	153
Primitivity, the Convergence of the NQZ Method, and the Largest Eigenvalue for Nonnegative Tensors Kung-Ching Chang, K. PEARSON, Tan Zhang SIAM Journal on Matrix Analysis and Applications Mathematical ProgrammingSpectral TheoryEngineeringMatrix FactorizationNonnegative Tensors	2011	132
Some variational principles for Z -eigenvalues of nonnegative tensors Kai‐Wei Chang, K. PEARSON, Tan Zhang Linear Algebra and its Applications Variational AnalysisNonnegative TensorsVariational InequalityFunctional AnalysisCalculus Of Variation	2013	113
ON THE GENERALISED PROBABLE ERROR IN MULTIPLE NORMAL CORRELATION K. PEARSON, A. LEE Biometrika March 1908EngineeringKarl PearsonStatistical FoundationBiostatistics	1908	112
ON A NEW METHOD OF DETERMINING CORRELATION BETWEEN A MEASURED CHARACTER A, AND A CHARACTER B, OF WHICH ONLY THE PERCENTAGE OF CASES WHEREIN B EXCEEDS (OR FALLS SHORT OF) A GIVEN INTENSITY IS RECORDED FOR EACH GRADE OF A K. PEARSON Biometrika Volume 7Statistical ReviewEngineeringData ScienceMeasurement	1909	107
Essentially Positive Tensors K. PEARSON Spectral TheoryUnique Positive EigenvalueGraph TheoryMatrix FactorizationAlgebraic Graph Theory	2010	82
METHOD OF MOMENTS AND METHOD OF MAXIMUM LIKELIHOOD K. PEARSON Biometrika Parameter EstimationEngineeringBiostatisticsStatistical InferenceProbability Theory	1936	81

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