Bilinear form of the remainder term in the Rosser-Iwaniec sieve of dimension ϰ ∈ (1/2,1)
Bilinear forms for SL(2,q), An and similar groups.
The set of invariant symmetric bilinear forms on irreducible modules over fields of characteristic zero for certain groups is studied. Results are obtained under the presence in a finite group of elements of order four whose square is central. In particular, we find that the relevant modules for the groups mentioned in the title always accept an invariant symmetric bilinear form under which the module admits an orthonormal basis.
Bilinear forms in the Fourier coefficients of half-integral weight cusp forms and sums over primes.
Billards en polygones et groupes fuchsiens
Billiard and diophantine approximation
Billiard complexity in the hypercube
We consider the billiard map in the hypercube of . We obtain a language by coding the billiard map by the faces of the hypercube. We investigate the complexity function of this language. We prove that is the order of magnitude of the complexity.
Billiards and the five distance theorem
Binäre Formen und Primideale.
Binäre quadratische Formen und Diederkörper
Binary BBP-formulae for logarithms and generalized Gaussian-Mersenne primes.
Binary forms and orders of algebraic number fields.
Binary forms and orders of algebraic number fields (Erratum).
Binary forms and unramified An-extensions of quadratic fields.
Binary Kloosterman sums using Stickelberger's theorem and the Gross-Koblitz formula
Binary linear forms over finite sets of integers
Binary Quadratic Discriminants with a Single Class of Forms in Each Genus
Binary quadratic forms and Eichler orders
For any Eichler order of level in an indefinite quaternion algebra of discriminant there is a Fuchsian group and a Shimura curve . We associate to a set of binary quadratic forms which have semi-integer quadratic coefficients, and we develop a classification theory, with respect to , for primitive forms contained in . In particular, the classification theory of primitive integral binary quadratic forms by is recovered. Explicit fundamental domains for allow the characterization...
Binary quadratic forms and sums of triangular numbers
Binary quadratic forms and the Fourier coefficients of elliptic and Jacobi modular forms.
Binary relations on the power set of an -element set.