This is a preprint that presents a proof that odd perfect numbers and odd triperfect numbers do not exist. A new method is used to prove that these numbers do not exist
It has been known since the time of Euler that an odd perfect number N (if it exists) must have the ...
1 This paper shows the non-existence of magic square of squares in order three by investigating two ...
Euler's structure theorem for any odd perfect number is extended to odd multiperfect numbers of abun...
University of Technology, Sydney. Department of Mathematical Sciences.A long standing unanswered que...
An odd perfect number N is a number whose sum of divisors is equal to 2N. Euler proved that if an od...
A perfect number is defined as a number n for which the sum of the divisors of n equals 2n. All perf...
This article proves that a certain form of odd numbers cannot be perfect, it also provides an altern...
8 pagesWeird numbers are abundant numbers that are not pseudoperfect. Since their introduction, the ...
A natural number $n$ is called {\it multiperfect} or {\it$k$-perfect} for integer $k\ge2$ if $\sigma...
The Riemann hypothesis is a conjecture that the Riemann zeta function has its zeros only at the nega...
Prime numbers are quite intriguing, since these numbers are only evenly divisible by itself and 1, b...
The Riemann Hypothesis is a conjecture that the Riemann zeta function has its zeros only at the nega...
Finding out whether a large number is even or odd is easy! Look up its last digit (the number in the...
Various philosophers are skeptical about modalities such as laws of nature, counterfactuals, disposi...
Abstract: Associate the sum of the powers of multiple primes with complete numbers
It has been known since the time of Euler that an odd perfect number N (if it exists) must have the ...
1 This paper shows the non-existence of magic square of squares in order three by investigating two ...
Euler's structure theorem for any odd perfect number is extended to odd multiperfect numbers of abun...
University of Technology, Sydney. Department of Mathematical Sciences.A long standing unanswered que...
An odd perfect number N is a number whose sum of divisors is equal to 2N. Euler proved that if an od...
A perfect number is defined as a number n for which the sum of the divisors of n equals 2n. All perf...
This article proves that a certain form of odd numbers cannot be perfect, it also provides an altern...
8 pagesWeird numbers are abundant numbers that are not pseudoperfect. Since their introduction, the ...
A natural number $n$ is called {\it multiperfect} or {\it$k$-perfect} for integer $k\ge2$ if $\sigma...
The Riemann hypothesis is a conjecture that the Riemann zeta function has its zeros only at the nega...
Prime numbers are quite intriguing, since these numbers are only evenly divisible by itself and 1, b...
The Riemann Hypothesis is a conjecture that the Riemann zeta function has its zeros only at the nega...
Finding out whether a large number is even or odd is easy! Look up its last digit (the number in the...
Various philosophers are skeptical about modalities such as laws of nature, counterfactuals, disposi...
Abstract: Associate the sum of the powers of multiple primes with complete numbers
It has been known since the time of Euler that an odd perfect number N (if it exists) must have the ...
1 This paper shows the non-existence of magic square of squares in order three by investigating two ...
Euler's structure theorem for any odd perfect number is extended to odd multiperfect numbers of abun...
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