Knowls

Jennifer Beineke has contributed to these Knowls: A tour of the Riemann zeta function, Analytic L-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