Peter Hagis - Concepedia

Author

Peter Hagis

Temple University

Also Known As

HAGIS,P. JR., HAGIS,PETER JR., Peter Hagis, Peter Hagis Jr., Peter Hagis,, Peter Hagis, Jr.

Publications

746

Citations

H-Index

Concepts

All Affiliations

Temple University University of Missouri–St. Louis University of Technology Sydney

About

Peter Hagis is an author at Temple University specializing in discrete mathematics, engineering, and probability theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	2	2	84
2	Biostatistics	1	1	68
3	Probability Theory	1	1	68
4	Quantum Computing	1	1	16
5	Statistical Inference	1	1	68

Peter Hagis

Publications

483

Citations

H-Index

Page 1

	Year	Citations
A Note on the Bivariate Chi Distribution P. R. Krishnaiah, Peter Hagis, Leon Steinberg SIAM Review EngineeringBivariate Chi DistributionpBiostatisticsStatistical InferenceProbability Theory	1963	68
Outline of a proof that every odd perfect number has at least eight prime factors Peter Hagis Mathematics of Computation Distinct PrimesOdd Perfect NumberLeast EightPrime Factors	1980	42
Sketch of a proof that an odd perfect number relatively prime to 3 has at least eleven prime factors Peter Hagis Mathematics of Computation Odd Perfect Number	1983	31
On the largest prime divisor of an odd perfect number. II Peter Hagis, Wayne L. McDaniel Mathematics of Computation Largest Prime DivisorOdd Perfect NumberPrime Factor	1975	29
Some results concerning quasiperfect numbers Peter Hagis, Graeme L. Cohen Journal of the Australian Mathematical Society Series A Pure Mathematics and Statistics Computational Number TheoryAnalytic Number TheoryQuasiperfect NumberAnalytic CombinatoricsQuasiperfect Numbers	1982	28
Partitions with a restriction on the multiplicity of the summands Peter Hagis Transactions of the American Mathematical Society	1971	26
On the largest prime divisor of an odd perfect number Peter Hagis, Wayne L. McDaniel Mathematics of Computation Odd Perfect NumberPrime DivisorComputational Number Theory	1973	25
A new result concerning the structure of odd perfect numbers Peter Hagis, Wayne L. McDaniel Proceedings of the American Mathematical Society Odd NumberComputational Number TheoryOdd Perfect NumbersModulo 4Analytic Number Theory	1972	24
Partitions Into Odd Summands Peter Hagis American Journal of Mathematics Partition (Database)Enumerative CombinatoricsDiscrete MathematicsAnalytic Combinatorics	1963	24
A problem on partitions with a prime modulus 𝑝≥3 Peter Hagis Transactions of the American Mathematical Society Partition (Database)Modulus ProblemPrime Modulus 𝑝≥3	1962	18

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