Greg Martin

3,491
Reputation
1234 views
Is this your account?

Registered User 

Name Greg Martin
Member for 3 years
Seen 9 hours ago
Website
Location
Age 43
8

Questions
votes newest views recent
3
15
votes
2
answers
555
views

Median largest-prime-factor

jul 3 at 8:41 Eric Naslund 4,230●14●36

3

4
9
votes
3
answers
686
views

Expected second moment for random points on a circle

jan 19 11 at 21:27 Mike Spivey 1,921●6●16

2

 
6
votes
2
answers
1k
views

Infinite sum of random variables: subtle convergence question?

nov 17 10 at 23:22 MathOverflow♦ 1●2●3

 

 

1

 

55

Answers
votes newest views recent
16
Is rigour just a ritual that most mathematicians wish to get rid of if they could?
15
Sum of log p/p for p equivalent to l mod D
14
Bounds on squarefree numbers
13
information on an Euler product
12
A question on the number of subgroups of a given exponent of a finite abelian p-group
12
Are sums of the inverses of prime siblings finite?
11
Small primes in arithmetic sequences
10
Is every Fibonacci number “Fibonacci-prime”?
9
Alternating series test for non-decreasing terms
9
Gaussian prime spirals
8
Ordinary Generating Function for Mobius
7
Transcendency of numbers of a special form.
7
How long should one wait for a report before asking about its status?
6
product 1+1/p in terms of Chebyshev’s theta or psi function
6
Heuristic reason for Polya’s conjecture
5
Principal term of the Dirichlet Divisor problem, from the work of A.F. Lavrik?
5
Chebychev Function in Arithmetic Progressions
5
A Conjecture on the Density of a subset of integers
5
Growth Rate of Signed Sum of Divisor Function
5
On a sum involving prime numbers
5
Sums of two squares: What is known about the distribution of r(n)?
5
Equivalence of two well-known forms of (RH): reference-request.
5
Probability of all combinations of k numbers among n being coprime
5
average involving phi function
5
Another colored balls puzzle
4
On a result of Montgomery and Vaughan about Euler’s totient
4
Lower bounds for partial sums of multiplicative functions
4
When is the Wendt binomial circulant determinant divisible by 3?
4
How many solutions are there to $\sum_{i=1}^3 x_i^2+x_iy_i+y_i^2=k$?
4
Consecutive integers with many prime factors
1 2 next

 

341

Votes
283
58

 

49

Tags
× 37
× 11
× 10
× 8
× 4
× 4
× 3
× 2
× 2
× 2
 × 2
× 2
× 2
× 2
× 2
× 2
× 2
× 2




























 

32

Badges
● Enlightened× 5
● Nice Answer× 8
● Civic Duty
● Citizen Patrol
 ● Yearling× 3
● Enthusiast
● Necromancer
● Nice Question× 2
 ● Popular Question× 2
● Organizer
● Commentator
● Critic
 ● Editor
● Teacher
● Scholar
● Supporter
 ● Student