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mathematical analysis > calculus > series > Eisenstein series
mathematical analysis > complex analysis > modular form > Eisenstein series
number > number theory > analytic number theory > modular form > Eisenstein series
... > mathematical analysis > functional analysis > geometry of numbers > arithmetic geometry > modular form > Eisenstein series
... > number > number theory > geometry of numbers > arithmetic geometry > modular form > Eisenstein series
... > geometry > discrete geometry > geometry of numbers > arithmetic geometry > modular form > Eisenstein series
... > number > real number > Diophantine approximation > geometry of numbers > arithmetic geometry > modular form > Eisenstein series

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Eisenstein series  

Definition(s)

  • 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.
    (Wikipedia, The Free Encyclopedia, https://en.wikipedia.org/wiki/Eisenstein_series)

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