Uniwersytet Warszawski. Instytut Matematyki.
Instytut Matematyki (Uniwersytet Warszawski)
Instytut Matematyczny Polskiej Akademii Nauk instytut naukowo-badawczy Polskiej Akademii Nauk
VIAF ID: 133144156 ( Corporate )
Permalink: http://viaf.org/viaf/133144156
Preferred Forms
- 110 2 _ ‡a Instytut Matematyczny Polskiej Akademii Nauk ‡c instytut naukowo-badawczy Polskiej Akademii Nauk
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- 110 2 _ ‡a Uniwersytet Warszawski ‡b Instytut Matematyki
- 110 2 _ ‡a Uniwersytet Warszawski ‡b Instytut Matematyki
- 110 2 _ ‡a Uniwersytet Warszawski. Instytut Matematyki
- 110 2 _ ‡a Uniwersytet Warszawski. ‡b Instytut Matematyki
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4xx's: Alternate Name Forms (20)
5xx's: Related Names (3)
Works
Title | Sources |
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Advances in machine learning II : dedicated to the memory of professor Ryszard S. Michalski | |
Analiza matematyczna II. | |
Archimedes i epigoni | |
The Baire - category method in some compact extension problems | |
Boundedness of Lipschitz maps I : the Lipschitz version of Zaharizta's theoren | |
Cantor i Klein | |
Combinatorial aspects of measure and category | |
The contribution of Stanisław Mazur ro computable analysis | |
Cylinder problem | |
O czym mówią liczebniki | |
Elementy Euklidesa | |
Endpoints of rotation intervals for maps of the circle | |
Euler i Lagrange | |
An example related to the multi-norm geometry of Fréchet spaces. Vogt's properties | |
Finitely generated groups of units in group rings | |
Fizyka, polityka i filozofia | |
Fluctuations and one-sided limits | |
Generalizations of Lašnev's theorem | |
Geometria różniczkowa | |
Historia oczami laika | |
Homomorphism of group rings | |
Independent inner functions in the classical domains | |
Isometries between injective tensor products of Banach spaces | |
Leibnitz, Huygens, Bernoulli | |
Logical connections among some open problems on non-commutative rings | |
Models of second order arithmetic with definable Skolem functions | |
Multiplicative Diophantine equations of a special type | |
Nonfactorization theorems for Hardy and Bergman spaces on bounded symetric domins | |
Note on the spaces P(S) of regular probability measures whose topology is determined by countable subsets | |
Observations concerning elementary extensions of ω- models I | |
On a construction of perfectly normal spaces and its applications to dimension theory | |
On a contraction property of Bernoulli canonical processes | |
On an initial boundary-value problem for a model system of equations of a granulated medium | |
On J. Nagata's universal spaces | |
On peculiarities of CoVaR-based portfolio selection | |
On pointwise and weak topology in function spaces | |
On the initial layer and the existence theorem for the nonlinear Boltzmann equation. | |
On the integrability of representation of real Lie algebras in a Banach space | |
On topological papers of Kazimierz Kuratowski with a list of his publications | |
Open finite-to-one images of metric spaces | |
Perfect preimages of Moore spaces and on d-paracompactness and related properties | |
Perturbations of Banach algebras. | |
Pitagorejczycy | |
Początki geometrii rzutowej | |
Podstawy matematyki i Polska Szkoła Matematyczna | |
Poincaré i Hilbert | |
Powszechne ciążenie | |
Poza Europą | |
Problemy Hilberta | |
Proceedings of the International Conference on Geometric Topology / [ed. committee Karol Borsuk, Andrzej Kirkor]. - Warszawa, 1980. | |
Przełom dorycki | |
Rachunki i niebo | |
Radicals and derivations of algebras | |
Small isomorphisms between operator algebras | |
L-space without any uncountable 0-dimensional subspace | |
Średniowiecze i Odrodzenie | |
Strongly discrete subsets in N(I) | |
Survey on recent invariants on classical knot theory. | |
Teaitetos i Eudoksos | |
The topologies generated by graphs | |
A transfinite sequuence of ω - models | |
Układy dynamiczne, 1977 (a.e.) | |
Uniqueness and nonuni queness for differential inequalities in Hilbert space | |
A weakly Lindelöf function space C(K) without and continuous injection into c0(Gamma) | |
Wiedza babilońska | |
Złoty wiek Grecji | |
Związek między lokalną i globalną stabilnością przekształceń różniczkowych |