Ein Lefschetz-Satz für Schnitte in projektivalgebraischen Mannigfaltigkeiten.
Ein Satz über den Leray-Schauderschen Abbildungsgrad.
Eine Anwendung der K-Theorie in der Theorie der H-Räume
Eine homologische Interpretation gewisser Inzidenzmatrizen mod p.
Eine Spektralsequenz in der stetigen Kohomologietheorie topologischer Gruppen.
Eine Verallgemeinerung eines Satzes von N. Kuiper.
Eine Verallgemeinerung zum Jordan-Brouwerschen Satz.
Einige Anwendungen der Topologie auf die Algebra.
Einstein-Hermitian connections on principal bundles and stability.
El teorema del punto fijo sin homología: un enfoque combinatorio.
Elements of Infinite Filtration in Complex Cobordism.
Elliptic cohomologies: an introductory survey.
Let α and β be any angles then the known formula sin (α+β) = sinα cosβ + cosα sinβ becomes under the substitution x = sinα, y = sinβ, sin (α + β) = x √(1 - y2) + y √(1 - x2) =: F(x,y). This addition formula is an example of "Formal group law", which show up in many contexts in Modern Mathematics.In algebraic topology suitable cohomology theories induce a Formal group Law, the elliptic cohomologies are the ones who realize the Euler addition formula (1778): F(x,y) =: (x √R(y) + y √R(x)/1 - εx2y2)....
Elliptic cohomology
Elliptic genera, modular forms over KO*, and the Brown-Kervaire invariant.
Elliptic spaces with the rational homotopy type of spheres.
Embedding, compression and fiberwise homotopy theory.
Embedding Finite Covering Spaces into Trivial Bundles.
Embedding of presheaves into dual unit balls
Embedding proper homotopy types
We show that the proper homotopy type of any properly c-connected locally finite n-dimensional CW-complex is represented by a closed polyhedron in (Theorem I). The case n - c ≥ 3 is a special case of a general proper homotopy embedding theorem (Theorem II). For n - c ≤ 2 we need some basic properties of “proper” algebraic topology which are summarized in Appendices A and B. The results of this paper are the proper analogues of classical results by Stallings [17] and Wall [20] for finite CW-complexes;...
End homolgy and duality.