Sur les sections anti-parallèles
Algebra und Analysis des Endlichen enthaltend Theil 2
Theorie der doppeltperiodischen Functionen einer veränderlichen Grösse Bd. 2
Untersuchungen über die Darstellung der Mertens'schen Resultante in Determinantenform
Théorie et pratique des calculs d'approximation numérique
De Elevatione Serierum Infinitarum Secundi Ordinis Ad Potestatem Exponentis Indeterminati
Martin Ohm's Kritische Beleuchtungen der Mathematik überhaupt und der Euklidischen Geometrie insbesondere
Fundamentallösungen von homogenen Differentialoperatoren
Schluß der Differenzial- und Integral-Rechnung Theil 7
Theorie der doppeltperiodischen Functionen einer veränderlichen Grösse Bd. 1
Die Integralrechnung, die Variations-Rechnung, die endliche Summen- und Differenzen-Rechnung und deren Anwendung auf Geometrie und Analysis enthaltend Bd. 2
Die Lehre der endlichen Differenzen und Summen und der reellen Faktoriellen und Fakultäten, so wie die Theorie der bestimmten Integrale Theil 8
Analysis des Endlichen oder höhere Algebra, die Elemente der höhern Geometrie, und die Differential-Rechnung nebst deren Anwendung enthaltend Bd. 1
Uniqueness for stochastic evolution equations in Banach spaces
Different types of uniqueness (e.g. pathwise uniqueness, uniqueness in law, joint uniqueness in law) and existence (e.g. strong solution, martingale solution) for stochastic evolution equations driven by a Wiener process are studied and compared. We show a sufficient condition for a joint distribution of a process and a Wiener process to be a solution of a given SPDE. Equivalences between different concepts of solution are shown. An alternative approach to the construction of the stochastic integral...
Finanční matematika v českých učebnicích
Die Auswerthungs-Methoden bestimmter Integrale, so wie die Theorie der Reihen und der Integrale des Fourier Theil 9
Towards one conjecture on collapsing of the Serre spectral sequence
[For the entire collection see Zbl 0699.00032.] A fibration is called totally noncohomologuous to zero (TNCZ) with respect to the coefficient field k, if is surjective. This is equivalent to saying that acts trivially on and the Serre spectral sequence collapses at . S. Halperin conjectured that for and F a 1-connected rationally elliptic space (i.e., both and are finite dimensional) such that vanishes in odd degrees, every fibration is TNCZ. The author proves this being the case...
Cyclic operads and homology of graph complexes
A proof of the Baues-Lemaire conjecture in rational homotopy theory
This paper contains an announcement of a result, which settles the connection between various algebraic models for rational homotopy theory: the models of Quillen, Sullivan and Adams-Hilton-Anick. It is shown how this result, combined with a recent result of Anick, implies a conjecture of and [Math. Ann. 225, 219-245 (1977; Zbl 0322.55019)].We describe in some detail the construction of these models (Section 1). We present a variant of the Adams-Hilton model, which is defined in a natural way...
Cells of harmonicity
[For the entire collection see Zbl 0742.00067.]We are interested in partial differential equations on domains in . One of the most natural questions is that of analytic continuation of solutions and domains of holomorphy. Our aim is to describe the domains of holomorphy for solutions of the complex Laplace and Dirac equations. We call them cells of harmonicity. We deduce their properties mostly by examining geometrical properties of the characteristic surface (which is the same for both equations),...
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