11 citations · 25 across the 6 of their papers we have counts for
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math.QA1998
From Double Hecke algebra to analysis
Ivan Cherednik
We discuss q-counterparts of the Gauss integrals, a new type of Gauss-Selberg sums at roots of unity, and q-deformations of Riemann's zeta. The paper contains general results, one-…
math.QA1998
Calculating zeros of a q-zeta function numerically
Ivan Cherednik
The note is a continuation of the previous paper ``On q-analogues of Riemann's zeta'' (math.QA/980499). It contains an output of the computer program calculating the zeros of the `…
math.QA1998
On q-analogues of Riemann's zeta
Ivan Cherednik
In the paper, we introduce -deformations of the Riemann zeta function, extend them to the whole complex plane, and establish certain estimates of the number of roots. The constr…