Mats Granvik

# 20 Questions

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### The Möbius function as eigenvalues

Mar 29 '20 at 14:24 Mats Granvik 995
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440
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209
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100
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### Prove that: $\sum _{c=1}^n \sum _{b=1}^n \sum _{a=1}^n \left(\left([b|c][b|a]\frac{\mu(b)b}{a}\right)-\frac{1}{a b\sqrt{c}}\right)<H_n+n$

Feb 14 at 16:10 Mats Granvik 995

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116
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### Prove that these linear programming problems are bounded by $O(k^{1/2})$ [closed]

Jun 22 '19 at 12:13 Mats Granvik 995

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166
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### Primes approximated by eigenvalues?

Jun 27 '18 at 6:06 Michael Hardy 9,186
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94
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### Are the elements in the n-th row of the first matrix a permutation of the elements in the n-th row of the second matrix?

May 20 '18 at 11:48 Mats Granvik 995
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202
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### The Franca-Leclair approximation does not exactly approximate the Riemann zeta zeros but rather the points where only the real part of zeta is zero

May 12 '16 at 20:52 Mats Granvik 995

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121
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### For which integer values of $k$ can we find one solution to the equation $\sum\limits_{n=1}^{n=k} \frac{1}{n^s}=0$ by iteration? [closed]

Jan 15 '16 at 15:53 Community 1

0
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192
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### What do square roots as minimums have to do with Harmonic numbers?

Jun 6 '19 at 19:40 Mats Granvik 995

0