Topological and Algebraic Cycles in Kuga-Shimura Varieties.
Topologische Automorphismen in der konstruktiven Galoistheorie.
Torsion groups of a family of elliptic curves over number fields
We compute the torsion group explicitly over quadratic fields and number fields of degree coprime to 6 for a family of elliptic curves of the form , where is an integer.
Torsion groups of elliptic curves with integral j-invariant over quadratic fields.
Torsion points on curves and common divisors of and
Torsion points on elliptic curves and galois module structure.
Torsion points on elliptic curves over all quadratic fields. II
Torsion points on elliptic curves over fileds of low degree.
Total positivity and algebraic Witt classes.
Totale Normenreste, die keine Normen sind, als Erzeuger nichtabelscher Körpererweiterungen. II.
Totale Normenreste, die keine Normen sind, als Erzeuger nichtabelscher Körpererweiterungen. I.
Totally indefinite Euclidean quaternion fields
We study the Euclidean property for totally indefinite quaternion fields. In particular, we establish a complete list of norm-Euclidean such fields over imaginary quadratic number fields. This enables us to exhibit an example which gives a negative answer to a question asked by Eichler. The proofs are both theoretical and algorithmic.
Totally positive algebraic integers of small trace
Let be a totally positive algebraic integer, with the difference between its trace and its degree at most 6. We describe an algorithm for finding all such , and display the resulting list of 1314 values of which the algorithm produces.
Tours de corps de classes et estimations de discrimants.
Tours de corps de classes et estimations de discriminants.
Tours de Hilbert des extensions cubiques cycliques de Q.
Toward an arithmetic of polynomials.
Towards a stable trace formula.
Towards Bauer's theorem for linear recurrence sequences
Consider a recurrence sequence of integers satisfying , where are fixed and a₀ ∈ -1,1. Assume that for all sufficiently large k. If there exists k₀∈ ℤ such that then for each negative integer -D there exist infinitely many rational primes q such that for some k ∈ ℕ and (-D/q) = -1.
Trace formula in noncommutative Geometry and the zeros of the Riemann zeta function