Archiwum Archidiecezjalne w Białymstoku: (15-077 Białystok, ul. Warszawska 46)
نویسندگان
چکیده
منابع مشابه
Cameron A G W. Abundances of the elements in the solar system. Space Sci. Rev. 15:121-46, 1973
Estimates of the relative abundances of the elements in the solar system played an important role in establishing the malor processes of stellar nucleosynthesis Subsequently, it became legitimate to use nucleosynthesis methods to interpolate poorly known elemental abundances, but the experimental database has steadily improved and interpolation is less necessary now fThe SCI® indicates that thi...
متن کاملCameron A G W. Abundances of the elements in the solar system. Space Sci. Rev. 15:121-46, 1973
Estimates of the relative abundances of the elements in the solar system played an important role in establishing the malor processes of stellar nucleosynthesis Subsequently, it became legitimate to use nucleosynthesis methods to interpolate poorly known elemental abundances, but the experimental database has steadily improved and interpolation is less necessary now fThe SCI® indicates that thi...
متن کاملBiałystok Armstrong ’ s Axioms 1 William W . Armstrong Dendronic Decisions Ltd
We present a formalization of the seminal paper byW.W. Armstrong [1] on functional dependencies in relational data bases. The paper is formalized in its entirety including examples and applications. The formalization was done with a routine effort albeit some new notions were defined which simplified formulation of some theorems and proofs. The definitive reference to the theory of relational d...
متن کاملBiałystok Scott - Continuous Functions 1 Adam Grabowski University of Białystok
Let S be a non empty set and let a, b be elements of S. The functor a, b, ... yields a function from N into S and is defined by the condition (Def. 1). (Def. 1) Let i be a natural number. Then (i) if there exists a natural number k such that i = 2 ·k, then (a, b, ...)(i) = a, and (ii) if it is not true that there exists a natural number k such that i = 2 ·k, then (a, b, ...)(i) = b. We now stat...
متن کاملBiałystok Gauges and Cages . Part II 1 Artur Korniłowicz University of Białystok Robert Milewski University of Białystok
Let m be an even integer. Note that m + 2 is even. Let m be an odd integer. Observe that m + 2 is odd. Let m be a non empty natural number. Observe that 2 is even. Let n be an even natural number and let m be a non empty natural number. Note that n is even. We now state several propositions: (2) If r 6= 0, then 1 r · ri+1 = r. (3) If r s is an integer and s 6= 0, then −⌊ r s ⌋ = ⌊ s ⌋ + 1. (4) ...
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ژورنال
عنوان ژورنال: Archiwa, Biblioteki i Muzea Kościelne
سال: 2020
ISSN: 2545-3491,0518-3766
DOI: 10.31743/abmk.7752