Eisenstein Series

Eisenstein series, named after German mathematician Gotthold Eisenstein, are particular modular forms with infinite series expansions that may be written down directly. Originally defined for the modular group, Eisenstein series can be generalized in the theory of automorphic forms.

Read more about Eisenstein Series:  Eisenstein Series For The Modular Group, Relation To Modular Invariants, Recurrence Relation, Fourier Series, Generalizations

Famous quotes containing the word series:

    There is in every either-or a certain naivete which may well befit the evaluator, but ill- becomes the thinker, for whom opposites dissolve in series of transitions.
    Robert Musil (1880–1942)