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John H. Jaroma
Observed names:
Jaroma, John H.,
John H Jaroma
Observed institutions:
Austin College,
Loyola University Maryland,
Ave Maria University
OpenAlex ID:
A5031649452
Classical and Alternative Approaches to the Mersenne and Fermat Numbers
2007
·
John H. Jaroma
, Kamaliya N. Reddy
·
American Mathematical Monthly
·
8
Factoring Generalized Repunits
2007
·
John H. Jaroma
·
Irish Mathematical Society Bulletin
·
8
PDF
Triangular repunit—there is but 1
2010
·
John H. Jaroma
·
Czechoslovak Mathematical Journal
·
5
PDF
Sylvester: Ushering in the Modern Era of Research on Odd Perfect Numbers
2003
·
Gimbel, Steven
, Jaroma, John H.
·
Zenodo (CERN European Organization for Nuclear Research)
·
5
PDF
An Upper Bound on the nth Prime
2005
·
John H. Jaroma
·
College Mathematics Journal
·
3
Note on the Lucas-Lehmer Test
2004
·
John H. Jaroma
·
Irish Mathematical Society Bulletin
·
3
PDF
An Extension of the Results of Servais and Cramer on Odd Perfect and Odd Multiply Perfect Numbers
2003
·
Jennifer T. Betcher
, John H. Jaroma
·
American Mathematical Monthly
·
3
Equivalence of Pepin's and the Lucas-Lehmer tests
2009
·
John H. Jaroma
·
European Journal of Pure and Applied Mathematics
·
2
The imperfect Fibonacci and Lucas numbers
2009
·
John H. Jaroma
·
Irish Mathematical Society Bulletin
·
2
PDF
89.79 Proof without words: Pappus’ generalisation of Pythagoras’ theorem
2005
·
John H. Jaroma
·
The Mathematical Gazette
·
1
On the appearance of primes in linear recursive sequences
2005
·
John H Jaroma
·
Advances in Difference Equations
·
1
Primes of the form $2^{\alpha}p \pm1$ with maximal rank of apparition in the Lehmer sequences
2011
·
John H. Jaroma
·
Bulletin of the Belgian Mathematical Society - Simon Stevin
PDF
On primes and terms of prime or 2 k index in the Lehmer sequences
2006
·
John H. Jaroma
·
The Fibonacci Quarterly
Problems
2006
·
Michael Z. Spivey
, José Luis Díaz-Barrero
, et al.
·
Mathematics Magazine
Pythagoras by the Cross Ratio
2006
·
Rebecca M. Conley
, John H. Jaroma
·
College Mathematics Journal
89.57 Non-existence of Fibonacci and Lucas numbers in amicable pairs of opposite parity
2005
·
John H. Jaroma
, James M. Mitchell
·
The Mathematical Gazette
On the rank of apparition of composite N in the Lehmer sequences
2005
·
John H. Jaroma
·
Nonlinear Analysis
Problems
2003
·
Árpád Bényi
, Mircea Martin
, et al.
·
Mathematics Magazine
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Works count:
18
Citation count:
41
H-index:
4
I10-index:
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