Mats Granvik
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# 132 Questions

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### Prove that these pairs of complex numbers have real part 1/2 if they are symmetric in the complex plane.

jun 28 at 16:55 Mats Granvik 2,743

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### Is this Dirichlet series generating function of the von Mangoldt function matrix correct?

jun 20 at 6:34 Mats Granvik 2,743
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### Find a polynomial such that this proposed root finding algorithm fails.

may 23 at 13:42 Mats Granvik 2,743

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### Recurrence for the Mertens function generalized to complex numbers.

mar 15 at 17:32 Mats Granvik 2,743

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### Fundamental theorem of arithmetic, prove that these matrices are the same apart from the main diagonal.

mar 14 at 14:18 Mats Granvik 2,743

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### An approximate relation between the first and the second zeta zero.

mar 11 at 5:14 Mats Granvik 2,743

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### Is this Hermitian matrix an example of an unbounded self adjoint operator?

mar 8 at 17:16 Mats Granvik 2,743
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### Showing that a Hermitian matrix can have eigenvalues that correspond to arbitrary numbers does not prove the Hilbert-Polya conjecture, does it?

mar 8 at 16:11 Mats Granvik 2,743

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### Are there iterative formulas to find zeta zeros?

mar 6 at 9:20 Mats Granvik 2,743

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### Prove that the entries in this matrix essentially consists of the Dirichlet inverse of the Euler totient.

mar 5 at 13:05 Mats Granvik 2,743

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### Is this sum equal to this convolution?

feb 16 at 15:14 Mats Granvik 2,743
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### Finding a solution to $\sum _{n=1}^{n=k} \frac{1}{n^x}+\sum _{n=1}^{n=k} \frac{1}{n^y}=0$

feb 13 at 11:44 Mats Granvik 2,743
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### Can the Riemann hypothesis be relaxed to say that this matrix A consists of square roots?

jan 24 at 14:16 Mats Granvik 2,743

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### Does this reduce down to the PolyGamma function?

jan 2 at 11:32 Mats Granvik 2,743

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