Elliptic functions and transcendence
Elliptic genera and the moonshine module.
Elliptic units of cyclic unramified extensions of complex quadratic fields
Elliptische Fixpunkte und Drehfaktoren zur Modulgruppe in Quaternionenschiefkörpern über reellquadratischen Zahlkörpern.
Elliptische Funktionenkörper mit schlechter Reduktion.
Embedding orders into central simple algebras
The question of embedding fields into central simple algebras over a number field was the realm of class field theory. The subject of embedding orders contained in the ring of integers of maximal subfields of such an algebra into orders in that algebra is more nuanced. The first such result along those lines is an elegant result of Chevalley [6] which says that with the ratio of the number of isomorphism classes of maximal orders in into which the ring of integers of can be embedded...
Embedding the conjecture in a context.
Embeddings of maximal tori in orthogonal groups
We give necessary and sufficient conditions for an orthogonal group defined over a global field of characteristic to contain a maximal torus of a given type.
Empilements de sphères
Empirically determined Apéry-like formulae for .
Endliche arithmetische Untergruppen der GLn.
Endlichkeitssätze für abelsche Varietäten über Zahlkörper.
Endlichkeitssätze für abelsche Varietäten über Zahlkörpern.
Endlichkeitssätze über Ringe
Endomorphism algebras of motives attached to elliptic modular forms
We study the endomorphism algebra of the motive attached to a non-CM elliptic modular cusp form. We prove that this algebra has a sub-algebra isomorphic to a certain crossed product algebra . The Tate conjecture predicts that is the full endomorphism algebra of the motive. We also investigate the Brauer class of . For example we show that if the nebentypus is real and is a prime that does not divide the level, then the local behaviour of at a place lying above is essentially determined...
Endomorphism from Galois antiautomorphism.
Endomorphism rings of almost full formal groups.
Endomorphismes d’algèbres de suites
Cet article traite des endomorphismes de l’algèbre de Hadamard des suites et plus particulièrement de l’algèbre des suites récurrentes linéaires. Il caractérise les endomorphismes continus de l’algèbre des suites et contient, dans le cas d’un corps commutatif de caractéristique nulle, une détermination complète des endomorphismes continus de l’algèbre des suites récurrentes linéaires grâce à la notion nouvelle d’application semi-affine de dans .
Endomorphisms of group schemes and rational points on curves
Endpoints of Gaps in the Markoff Spectrum.