Micah Milinovich

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Name Micah Milinovich
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Location Oxford, MS
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I am an assistant professor at the University of Missisippi.

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Are there any rational solutions to this equation?

mar 7 11 at 19:38 paul Monsky 2,766●1●6●18

 

 

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An optimization problem

jan 7 11 at 0:27 Peter Shor 4,465●22●46

 

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37
Notable mathematics during World War II (2)
28
Are there any (interesting) consequences of the irrationality of π?
25
Sum of $\sum_{k=1}^nd(k^2)$
17
What is known about the transcendence of zeroes of Riemann zeta?
14
Interesting applications (in pure mathematics) of first-year calculus
13
When does the zeta function take on integer values?
12
Most memorable titles
11
Axioms for Riemann $\zeta$ function
10
Sharpening of Lindelöf hypothesis
10
on the Zeroes of Hasse -weil L-function
9
Upper bounds on the difference of consecutive zeta zeros
9
non-trivial zeros of partial zeta functions
8
Large gaps between P2s
8
Values of Dirichlet L-funcions at natural numbers
8
Asymptotic density of k-almost primes
7
Prime numbers in arithmetic progressions : uniformity with respect to the modulus
7
Zeta Function: Zero Density Theorems.
6
Bounds for generalized harmonic numbers
6
Order of $\zeta(1+it)$
6
explicit formula for Riemann zeros counting function
6
Zeroes of complete L-functions
6
What does the probabilistic model suggest the error term in the PNT should be?
5
Differences of squares
5
Asociated sum series of the Euler Product over the Twin Primes?
5
Approaches to Riemann hypothesis using methods outside number theory
5
L-functions and random matrices
5
Is this sum of reciprocals of zeta zeros correct? (2)
5
Possible locations for non trivial zeroes lying off the critical line
5
Are there any notion of ‘almost primes’ known to have small gaps?
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Happy New Prime Year!
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