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Just an amateur fond of number theory


Oct
16
revised Is there a natural interpretation of automorphic forms in terms of fractal geometry?
added 221 characters in body
Oct
15
asked Is there a natural interpretation of automorphic forms in terms of fractal geometry?
Sep
24
awarded  Autobiographer
Sep
23
comment is $x_{n}\ll \overline{x}_{n}^{2}$?
It's a 'constant' that depends only on $\varepsilon$. Such considerations are rather classical in number theory, that's why I added the relevant tag.
Sep
23
revised is $x_{n}\ll \overline{x}_{n}^{2}$?
added a tag
Sep
22
revised is $x_{n}\ll \overline{x}_{n}^{2}$?
added 308 characters in body
Sep
22
comment is $x_{n}\ll \overline{x}_{n}^{2}$?
By $x\ll_{\varepsilon}y$, I mean that there exists $C(\varepsilon)\gt 0$ such that $x\le C(\varepsilon)y$.
Sep
22
revised is $x_{n}\ll \overline{x}_{n}^{2}$?
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Sep
22
asked is $x_{n}\ll \overline{x}_{n}^{2}$?
Jul
2
awarded  Curious
Jun
8
comment Riemann's hypotesis and some equivalences
Maybe an Abel summation would do the job, but I can't swear.
Jun
6
revised does the Davenport-Heilbronn L function satisfy Selberg's orthogonality conjecture?
added 744 characters in body
Jun
6
asked does the Davenport-Heilbronn L function satisfy Selberg's orthogonality conjecture?
Jun
5
revised Riemann Zeta function, quaternions and physics
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Jun
5
revised Riemann Zeta function, quaternions and physics
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Jun
5
revised Riemann Zeta function, quaternions and physics
added 1119 characters in body
Jun
5
comment Riemann Zeta function, quaternions and physics
Just because I performed the considered camculations several years ago and lost the sheets of paper where they were written. I can perform them once again but it will take some time. The "metrick" is to multiply the "hyper-Cauchy-Riemann" matrix on the left by the $4\times 4$ matrix $(a_{ij})$ such that $\vert a_{ij}\vert=\delta_{ij}$, $a_{11}=-1$ and $a_{ii}=1$ for $i>1$. This multiplication is involutive.
Jun
5
asked Riemann Zeta function, quaternions and physics
Jun
1
revised how to prove the continuity of $\sigma$?
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Jun
1
revised how to prove the continuity of $\sigma$?
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