Irrationality of values of zeta-function
classification
🧮 math.NT
math.CA
keywords
zetaintegermathvaluescertainconstructiongeneralizationindependent
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We present several results on the number of irrational and linear independent values among $\zeta(s),\zeta(s+2),...,\zeta(s+2n)$, where $s>2$ is an odd integer and $n>0$ is an integer. The main tool in our proofs is a certain generalization of Rivoal's construction (math.NT/0008051, math.NT/0104221).
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