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Explicit formulas and Euler constants on algebraic number fields

Muharem Avdispahić, Lejla Smajlović


Building upon our work on explicit formulas for the Jorgenson-Lang fundamental class of functions, we deduce expressions for Euler constants in the case of Dedekind zeta function that are analoguous to the Stieltjes results for the Riemann zeta function.


Dedekind zeta function, generalized Euler constants, explicit formulas

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