Jose Arnaldo uploaded a paper
Jose Arnaldo My OPNPaper3's new abstract is as follows: "If $N = {q^k}{n^2}$ is an odd perfect number, where $q$ is the Euler prime, then we show that $n < q$ is sufficient for Sorli's conjecture that $k = \nu_{q}(N) = 1$ to hold. We also prove that $q^k < \fr... more
Jose Arnaldo updated 6 papers
Jose Arnaldo Update: I think I may have to revert to an older version of my OPNPaper3 :-(
University of the Philippines Open University
Graduate Student, Faculty of Information and Communication Studies
Alumnus (MS Mathematics, 2008)
College of Science, De La Salle University
Thesis Title: Solving the Odd Perfect Number Problem: Some Old and New Approaches
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GERVACIO, SEVERINO V.
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