Régulateurs syntomiques et valeurs de fonctions Lp-adiques I.
Regulators and Iwasawa Modules.
Regulators and total positivity.
[Proceedings of the Primeras Jornadas de Teoría de Números (Vilanova i la Geltrú (Barcelona), 30 June - 2 July 2005)].
Regulators of rank one quadratic twists
We investigate the regulators of elliptic curves with rank 1 in some families of quadratic twists of a fixed elliptic curve. In particular, we formulate some conjectures on the average size of these regulators. We also describe an efficient algorithm to compute explicitly some of the invariants of a rank one quadratic twist of an elliptic curve (regulator, order of the Tate-Shafarevich group, etc.) and we discuss the numerical data that we obtain and compare it with our predictions.
Rekurrente Folgen mit lokal gleichmäßig beschränkter Primteileranzahl
Relation entre les 2-groupes des classes d'idéaux au sens ordinaire et restreint de certains corps de nombres
Relationen in Verzweigungsgruppen.
Relations among arithmetical functions, automatic sequences, and sum of digits functions induced by certain Gray codes
In the study of the -adic sum of digits function , the arithmetical function and for plays a very important role. In this paper, we firstly generalize the relation between and to a bijective relation between arithmetical functions. And as an application, we investigate some aspects of the sum of digits functions induced by binary infinite Gray codes . We can show that the difference of the sum of digits function, , is realized by an automaton. And the summation formula of the sum...
Relations among certain number knots
Relations among Fourier coefficients of certain eta products.
Relations between Elements and p·1 for a Prime p
For any positive power n of a prime p we find a complete set of generating relations between the elements [r] = rⁿ - r and p·1 of a unitary commutative ring.
Relations Between Invariants in Z2p-Extensions.
Relations between jacobians of modular curves of level
We derive a relation between induced representations on the group which implies a relation between the jacobians of certain modular curves of level . The motivation for the construction of this relation is the determination of the applicability of Mazur’s method to the modular curve associated to the normalizer of a non-split Cartan subgroup of .
Relations between K2 and Galois Cohomology.
Relations between polynomial roots
Relations between polynomial roots
Relations between the reciprocal sum and the alternating sum for generalized Lucas numbers.
Relations between the values of zeta and L-functions at integral arguments
Relations binaires entre partitions
Relations congruentielles linéaires entre nombres de classes de corps quadratiques