Mike Bennett

946

Reputation

386 views

Unregistered User

Name	Mike Bennett
Member for	2 years
Seen	8 hours ago
Website
Location
Age

stats recent reputation favorites

1

Questions

4

13

votes

0

answers

577

views

Fake CM elliptic curves

nt.number-theory elliptic-curves

dec 20 10 at 8:09 Mike Bennett 946●6●8

10

Answers

votes newest views recent

Fermat-like equation $c^n=a^{2n}+a^n b^n + b^{2n}$

Binary expansion of squares

Lower bound on # of nonzero digits in ternary expansions of powers of 2?

Are there any solutions to $\frac{3^n - 2^n}{2^k-3^n} = N$

${2}^{p}+{3}^{p}={a}^{n}$ , then n=1 for any p ?

A sequence based on Catalan–Mihăilescu problem

can we say that $(p^2+1)/2\ne p_0^2$ where $p$ is a Mersenne prime

Coprime integer solutions to $ \frac{x^n \pm y^n}{x \pm y}=z^m $ with $n>5 , m>1$

How often do two powers of 2 equal two powers of 10 (when summed)?

A problem on cubic Diophatine equations

0

Votes

7

Tags

nt.number-theory× 11
diophantine-equations× 5
s-unit
sequences
elliptic-curves
digits
conjectures

14

Badges

● Enlightened× 3
● Nice Answer× 3

● Yearling× 2
● Commentator

● Nice Question
● Student

● Enthusiast
● Teacher