Abstract
The norms of multiplier operators are called the Lebesgue constants. In the case of the space C(𝕋m) (or L(𝕋m)) the Lebesgue constants are represented by the integrals $$ {(2\pi )^{ - m}}\int\limits_{{T^m}} {\left| {\sum\limits_k {{\lambda _{n,k}}{e^{i(k,x)}}} } \right|dx} $$ .
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