Counting Elemnts in Homotopy Sets.
Differentials in the homological homotopy fixed point spectral sequence.
-degeneration and -lemma
For a double complex , we show that if it satisfies the -lemma and the spectral sequence induced by does not degenerate at , then it degenerates at . We apply this result to prove the degeneration at of a Hodge-de Rham spectral sequence on compact bi-generalized Hermitian manifolds that satisfy a version of -lemma.
On Convergence of Spectral Sequences.
On -equivariant homology.
On the vanishing of Hochschild homology of locally complete intersections.
Suites spectrales de Hochschild-Serre à coefficients dans un espace semi-normé.
In this paper, we prove the existence of the theory of spectral sequences in the category of real semi normed spaces. Using this theory, we associate to any extension of discrete groups the Hochschild-Serre spectral sequence in bounded cohomology with coefficients. In addition, we give the explicit expression of the first and the second term of this spectral sequence without further hypothesis.
Über multiplikative Eigenschaften von spektralen Sequenzen.
О Формуле Кюннета для редуцированных когомологий тензорного произведения комплексов гильбертовых пространств
Спектральная последовательность непрерывного отображения и покрытия для гомологий Деевеля