We present a way of viewing Lucas pseudoprimes, Euler-Lucas pseudoprimes and strong Lucas pseudoprimes in the context of group schemes. This enables us to treat the Lucas pseudoprimalities in parallel to establish pseudoprimes, Euler pseudoprimes and strong pseudoprimes
AbstractWe show that if α > 1 is any fixed integer, then for a sufficiently large x > 1, the nth Fib...
summary:Let $d$ be a fixed positive integer. A Lucas $d$-pseudoprime is a Lucas pseudoprime $N$ fo...
Let n be a nonnegative integer and Gn = xn1 + x n 2 + · · ·+ xnk, where x1, x2,..., xk are the root...
We present a way of viewing Lucas pseudoprimes, Euler-Lucas pseudoprimes and strong Lucas pseudoprim...
We present a way of viewing Lucas pseudoprimes, Euler-Lucas pseudoprimes and strong Lucas pseudoprim...
summary:Let $d$ be a fixed positive integer. A Lucas $d$-pseudoprime is a Lucas pseudoprime $N$ fo...
Every 10 minutes, the amount of human generated data expands by more than 10 petabyes. This is equiv...
Every 10 minutes, the amount of human generated data expands by more than 10 petabyes. This is equiv...
We investigate the Fibonacci pseudoprimes of level k, and we disprove a statement concerning the rel...
AbstractDi Porto and Filipponi recently described a generalization of the standard test for an odd c...
this paper, we aim at presenting the most recent results achieved in the theory of pseudoprime numbe...
summary:We use the properties of $p$-adic integrals and measures to obtain general congruences for G...
summary:We use the properties of $p$-adic integrals and measures to obtain general congruences for G...
UROP paper, 2012, Math and StatisticsUndergraduate Research Opportunities Program, University of Min...
University of Minnesota Duluth 2014 UROP paperSwenson College of Science and Engineering, University...
AbstractWe show that if α > 1 is any fixed integer, then for a sufficiently large x > 1, the nth Fib...
summary:Let $d$ be a fixed positive integer. A Lucas $d$-pseudoprime is a Lucas pseudoprime $N$ fo...
Let n be a nonnegative integer and Gn = xn1 + x n 2 + · · ·+ xnk, where x1, x2,..., xk are the root...
We present a way of viewing Lucas pseudoprimes, Euler-Lucas pseudoprimes and strong Lucas pseudoprim...
We present a way of viewing Lucas pseudoprimes, Euler-Lucas pseudoprimes and strong Lucas pseudoprim...
summary:Let $d$ be a fixed positive integer. A Lucas $d$-pseudoprime is a Lucas pseudoprime $N$ fo...
Every 10 minutes, the amount of human generated data expands by more than 10 petabyes. This is equiv...
Every 10 minutes, the amount of human generated data expands by more than 10 petabyes. This is equiv...
We investigate the Fibonacci pseudoprimes of level k, and we disprove a statement concerning the rel...
AbstractDi Porto and Filipponi recently described a generalization of the standard test for an odd c...
this paper, we aim at presenting the most recent results achieved in the theory of pseudoprime numbe...
summary:We use the properties of $p$-adic integrals and measures to obtain general congruences for G...
summary:We use the properties of $p$-adic integrals and measures to obtain general congruences for G...
UROP paper, 2012, Math and StatisticsUndergraduate Research Opportunities Program, University of Min...
University of Minnesota Duluth 2014 UROP paperSwenson College of Science and Engineering, University...
AbstractWe show that if α > 1 is any fixed integer, then for a sufficiently large x > 1, the nth Fib...
summary:Let $d$ be a fixed positive integer. A Lucas $d$-pseudoprime is a Lucas pseudoprime $N$ fo...
Let n be a nonnegative integer and Gn = xn1 + x n 2 + · · ·+ xnk, where x1, x2,..., xk are the root...
DOI
Add to ORKG