A CLASS OF EXPONENTIAL CONGRUENCES IN SEVERAL VARIABLES |
Choi, Geum-Lan
(Mathematics Department University of Illinois)
Zaharescu, Alexandru (Mathematics Department University of Illinois) |
1 |
Problem E2468
/
DOI ScienceOn |
2 |
/
|
3 |
Highly composite numbers
/
DOI |
4 |
On primitive prime factors of <TEX>$a^n-b^n$</TEX>
/
|
5 |
Pairs where <TEX>$2^a-2^b$</TEX> divides <TEX>$n^a-n^b$</TEX> for all n
/
DOI ScienceOn |
6 |
Problem E2468
/
DOI ScienceOn |
7 |
A finiteness theorem for a class of exponential congruences
/
DOI ScienceOn |