«GRUPOID» 관련 폴란드어 책
다음 도서 목록 항목에서
grupoid 의 용법을 확인하세요.
grupoid 에 관련된 책과 해당 책의 짧은 발췌문을 통해 폴란드어 서적에서 단어가 사용되는 맥락을 제공합니다.
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Wyzwania racjonalności: księdzu Michałowi Hellerowi ... - Strona 35
taki powinien zawierać tzw. grupoid przesunięć, który obecnie opiszemy. 5. Grupoid przesunięć. Problem czasu niezależnego od stanu Obecnie wprowadzamy inny grupoid, związany z układami odniesienia, umiejscowionymi w ...
Stanisław Wszołek, Robert Janusz, 2006
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Functional Equations in Mathematical Analysis - Strona 262
The grupoid (X,*) is called divisible if G is an automorphism of (X,*). The triple (Y, *, d) is called a metric grupoid if (Y, *) is a grupoid, (Y, d) is a metric space and * is a continuous operation with respect to the topology of (Y, d). For a nonempty ...
Themistocles M. Rassias, Janusz Brzdek, 2011
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Analele științifice ale Universitatii "Al. I. Cuza" din ...
4° Operaţia de inversare f -*f~x este un morfism de la $ în <t>. Definiţia 2. O mulţime O dotată cu o structură de varietate, declasa Cv{p^.\) şi o structură de grupoid compatibile se numeşte grupoid diferen~ fiabil de clasă C". Morfismele a şi b vor ...
Universitatea "Al. I. Cuza" din Iași, 1971
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Glasnik matematičko-fizički i astronomski: Serija II.
Donosimo ovdje kratki sadržaj obranjenih disertacija: Dr Branko Trpenovski: Prilog teoriji n-polugrupa Algebarska struktura koju na skupu S izgrađuje svugdje definirana (n+l)-arna operacija »*« zove se n-grupoid. Ako je, za svaki x<>, ...,x»B^ ...
Hrvatsko prirodoslovno društvo, 1964
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Polystochastic Models for Complexity - Strona 177
Viewed abstractly, the ART classifier network meets the definition of an algebraic structure known as grupoid. Formally a grupoid is any mathematical structure consisting of a set of inputs and an operation on this set possessing the property of ...
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Matematika: anglicko-nemecko-francúzsko-rusko-slovenský ...
Brandtov В 737 grupoid ciest G 507 grupoid, ciastoene usporiadany P227 grupoid, с i.istocny P 216 grupoid, [Ehresmannov] E 56 grupoid, faktorovy F 30 grupoid, fundamentálny F 827 grupoid, idcmpotentny I 32 grupoid, izotopicky 1 1179 ...
Günther Eisenreich, Ralf Sube, 1982
(iv) Říkáme, že G je grupoid s levým (resp. pravým) dělením, jestliže každý prvek v G je zleva (resp. zprava) dělící. Má-li G současně obě tyto vlastnosti, pak říkáme, že G je grupoid s dělením. 1.13 Definice. Grupoid, který je současně s ...
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Topological Groups and Related Structures - Strona xiv
69–91. [151] Douwen, E. K. van (1991). The ˇCech–Stone compactification of a discrete grupoid, Topol. Appl. 39, pp. 43–60. [152] Douwen, E. K. van (1993). Applications of maximal topologies, Topol. Appl. 51, pp. 125–139. [153] Dranishnikov ...
A. V. Arkhangelʹskiĭ, Mikhail Tkachenko, 2008
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The Quantum Theory of Magnetism - Strona 360
Definition A.6 Homomorphism A homomorphism is a mapping θ of a grupoid (G,α) into a grupoid (H,β) such that ( (g1,g2)α ) θ = (g1θ,g2θ)β , ∀g1,g2∈G (A.4) where θ is the law of transformation from elements of G to elements of H, and α(β) ...
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Algebras, Graphs and their Applications - Strona 2
Our main theorems of this chapter show that: 0((G1, G2) I the graph groupoid of 0(G1, G2), possibly under certain additional conditions, i.e., the operated grupoid of given two graph groupoids is a graph grupoid of a certain operated graphs.
