q-Identities for Maass waveforms.
Quadratic Differentials and Equivariant Deformation Theory of Curves
Given a finite -group acting on a smooth projective curve over an algebraically closed field of characteristic , the dimension of the tangent space of the associated equivariant deformation functor is equal to the dimension of the space of coinvariants of acting on the space of global holomorphic quadratic differentials on . We apply known results about the Galois module structure of Riemann-Roch spaces to compute this dimension when is cyclic or when the action of on is weakly...
Quadratic Equations over Finite Fields and Class Numbers of Real Quadratic Fields.
Quadratic extensions of quintic fields of signature
Quadratic fields with infinite Hilbert 2-class field towers
Quadratic Forms and Artin's Reciprocity Law.
Quadratic forms and biquadratic reciprocity.
Quadratic Forms and the ?-Invariant. II.
Quadratic function fields whose class numbers are not divisible by three
Quadratic polynomials producing consecutive, distinct primes and class groups of complex quadratic fields
Quadratic Relations for Generators of Units in the Modular Function Field.
Quadratic unramified extensions of Q (... d).
Quadratische Formen über Zahlringen
Quadratische Formen und quadratische Reziprozitätsgesetze über algebraischen Zahlkörpern.
Quadratische Semi-Ordnungen und Quadratische Formen.
Quadratische und kubische Restkriterien für das Auftreten einer Fibonacci-Primitivwurzel.
Quadratsummen in totalreellen algebraischen Zahlkörpern.
Quantitative aspects of non-unique factorization: A general theory with applications to algebraic function fields.
Quasi-periodic functions and Drinfeld modular forms
Quaternion extensions with restricted ramification
In any normal number field having Q₈, the quaternion group of order 8, as Galois group over the rationals, at least two finite primes must ramify. The classical example by Dedekind of such a field is extraordinary in that it is totally real and only the primes 2 and 3 are ramified. In this note we describe in detail all Q₈-fields over the rationals where only two (finite) primes are ramified. We also show that, for any integer n>3 and any prime , there exist unique real and complex normal number...