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daniel's user avatar
daniel's user avatar
daniel
  • Member for 12 years, 7 months
  • Last seen this week
24 votes

Examples of patterns that eventually fail

17 votes

Are primes randomly distributed?

16 votes

Open math problems which high school students can understand

12 votes
Accepted

Edmund Landau's Problems

12 votes
Accepted

Is there always a prime number between $p_n^2$ and $p_{n+1}^2$?

11 votes
Accepted

Interesting Integral $\int_{-\infty}^{\infty}\frac{e^{i nx}}{\Gamma(\alpha+x) \Gamma(\beta -x)}dx$

11 votes

Reference requests: Jitsuro Nagura

10 votes

List of problem books in undergraduate and graduate mathematics

9 votes
Accepted

How was the Fourier Transform created?

9 votes

How are Zeta function values calculated from within the Critical Strip?

8 votes

How did Gauss discover the prime number theorem?

8 votes

Source of Hardy-Littlewood's 2nd Conjecture

8 votes

On the number of integers with an even number of distinct prime factors

8 votes
Accepted

What is the difference between Green's Theorem and Stokes Theorem?

7 votes

Prove that the product of four consecutive positive integers plus one is a perfect square

7 votes

Are sin and cos the only continuous and infinitely differentiable periodic functions we have?

7 votes
Accepted

Extending the zeta function to semiprimes, etc.

6 votes

Pseudo Proofs that are intuitively reasonable

6 votes
Accepted

Applying Möbius Inversion to $\Pi(x)$ and $\pi(x)$

6 votes
Accepted

Question about Ramanujan's proof of Bertrand's Postulate

6 votes
Accepted

Bertrand's postulate in another point of view

5 votes

Calculating $ \int _{0} ^{\infty} \frac{x^{3}}{e^{x}-1}\;dx$

4 votes

Differential equations and Fourier and Laplace transforms

4 votes

Early history of lower bounds on the prime counting function

4 votes
Accepted

Does anyone recognize this sequence?

4 votes
Accepted

Sum of the divisors of $n$, related to the Hardy-Littlewood circle method

4 votes

Infinite Series with Pi

4 votes
Accepted

Prime Counting Function from the Sieve of Eratosthenes

4 votes
Accepted

Prime number theorem and Möbius $\mu$ function

3 votes

Riemann Hypothesis: Is $1/2$ of critical line same as the $1/2$ of square-root accurately of error term of prime number theorem?