Arnie Bebita-Dris
Master's degree holder of Mathematics from De La Salle University - Manila
Current research interests:
(1) The abundancy index of divisors of odd perfect numbers
(2) A criterion for deficient numbers using the abundancy index and deficiency functions
(3) The non-Euler part of a spoof odd perfect number is not almost perfect (This downloads a PDF file from https://ijntindia.puzl.com.)
(4) On a curious biconditional involving the divisors of odd perfect numbers,
among others...
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Member for 8 years, 11 months
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Last seen Feb 21 at 9:27
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- 18 When $p$ is an odd prime, is $(p+2)/p$ an outlaw or an index?
- 17 If $N = q^k n^2$ is an odd perfect number and $n < q^{k+1}$, does it follow that $k > 1$?
- 17 On J. T. Condict's Senior Thesis on Odd Perfect Numbers
- 12 Has it been proved that odd perfect numbers cannot be triangular?
- 11 A conjecture regarding odd perfect numbers
- 11 Does the equation $\sigma(\sigma(x^2))=2x\sigma(x)$ have any odd solutions?
- 10 On odd perfect numbers $N$ given in the Eulerian form $N = {q^k}{n^2}$
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