Existence of Primitive Divisors of Lucas and Lehmer Numbers
Language
en
Rapport
This item was published in
1999p. 41
English Abstract
We prove that for $n$ > 30, every $n$-th Lucas and Lehmer number has a primitive divisor. This allows us to list all Lucas and Lehmer numbers without a primitive divisor.
We prove that for $n$ > 30, every $n$-th Lucas and Lehmer number has a primitive divisor. This allows us to list all Lucas and Lehmer numbers without a primitive divisor.Read less <
English Keywords
linear recurrence sequence
diophantine equations
thue equations
linear form in logarithms
Origin
Hal imported