- ID: jbeineke
Knowls
Jennifer Beineke has contributed to these Knowls:
A tour of the Riemann zeta function,
Central value of an L-function,
Conductor of an elliptic curve over $\Q$,
Cremona label,
Critical line of an L-function,
Critical strip,
Degree of a number field,
Degree of an L-function,
Dirichlet L-function,
Dirichlet character,
Discriminant of an elliptic curve over $\Q$,
Euler gamma function,
Euler product of an L-function,
Functional equation of an L-function,
Gamma factors,
Gauss sum,
Generalized Riemann hypothesis,
Introduction,
Isogeny between elliptic curves ,
Isogeny class of an elliptic curve,
Kloosterman sum,
Laplace-Beltrami operator (hyperbolic),
Maass form on GL2(R) with trivial character,
Maass forms on PSL(2,Z[i]),
Non-singular point (definition),
Number field label,
Optimal elliptic curve over $\mathbb Q$,
Selberg class of L-functions,
Selberg data for the functional equation of an L-function,
Signature of an L-function,
Smoothness of an algebraic curve,
Weierstrass equation or model,
Z-function of an L-function,
Zeros of an L-function