теорема Брауэра. To the Problem of the Integrity of the Artin’s L-functions Authors: Kuznetsov V. N., Krivobok V. V., Stepanenko D. S. In this paper was described a class of Artin’s L-functions, each of which is meromorphic, their poles lays on the critical line Re s = 1/2 and coincides with zeroes of Dedekind’s Z-functions of some fields. Read more about To the Problem of the Integrity of the Artin’s L-functions On verification of Brauer's theorem concerning Artin's L-functions of number fields Authors: Степаненко Д. С. This paper investigates problem of analytic continuation of Artin's Read more about On verification of Brauer's theorem concerning Artin's L-functions of number fields
