«UZAYCI» İLE İLİŞKİLİ TÜRKÇE KİTAPLAR
uzaycı sözcüğünün kullanımını aşağıdaki kaynakça seçkisinde keşfedin.
uzaycı ile ilişkili kitaplar ve Türkçe edebiyattaki kullanımı ile ilgili bağlam sağlaması için küçük metinler.
1
Proceedings of the Seventeenth Annual Conference of the ... - Sayfa 208
the piston A. if the piston A goes up the space A2, the volume of the space A2 will be made small, and so of course oil will flow through the pipe branch land the branch 2 into the piston, the space Bl of cylinder B and the space CI of the cylinder ...
Johanna D. Moore, Jill Fain Lehman, 1995
2
The Kurzweil-Henstock Integral and Its Differential: A ... - Sayfa 78
By (2) show that Theorem 1 holds for g defined and finite <7-everywhere on К. §2.8 The Lebesgue Space Ci and Convergence Theorems. Given an integrable differential a > 0 on a cell К the set of all absolutely integrable differentials of the ...
3
Topics in Statistical Methodology - Sayfa 36
1.13.3 Lebesgue Decomposition Theorem If v and u. are two signed c-finite measures on a measurable space (CI, 38) then 3 a unique decomposition of v into two w-finite measures v = v, + vae 'Definition of signed measure. A signed measure ...
Suddhendu Biswas, Vijay Kumar Sehgal, 1991
4
Proceedings of the Sixth Berkeley Symposium on ... - Sayfa 153
By a probability space (CI, P) we mean a set CI and a probability measure P defined on some c-algebra Sf of subsets of CI, (CI, P) may also be denoted (CI, £f, P). When CI = [0, 1], we take P to be Lebesgue measure with respect to the ...
Lucien Le Cam, Jerzy Neyman, Elizabeth L. Scott, 1972
5
Probability algebras and stochastic spaces - Sayfa 13
The probability space (CI, ft, P) is called P-complete or a Lebesgue probability space, if ft is a a-field and if the following condition is satisfied: (K) If y eft with P(Y) = 0, then every subset XsY belongs to ft. It is well known that every probability ...
Demetrios Andreou Kappos, 1969
6
Molecular electronic structure calculations--methods and ...
Studies of cyclobutadiene have found that the results of larger CI calculations could be accurately anticipated with a much smaller pi-space CI calculation, considering only excitations among valence a" orbitals.22, 24 Single-point pi-space CI ...
Royal Society of Chemistry (Great Britain). Faraday Division, 1984
7
Quantum Field Theory I: Basics in Mathematics and Physics: ...
Unfortunately, the space Ci (M) is not a Hilbert space, since the completeness condition fails. In fact, it can be shown that there exists a sequence (ipn) of continuous functions ipn in the space C2(M) such that for each number e > 0, there exists ...
8
Uncertainty Reasoning for the Semantic Web I: ISWC ... - Sayfa 79
These additional conjuncts mi,j are atomic choices of the choice space Ci and link probabilities (which are specified in the probability μi on the choice space Ci) to the rules. The two choice spaces C1 and C2 of the matchers are C1 = {{m 1,i ...
Paulo C. G. Costa, Claudia d'Amato, Nicola Fanizzi, 2008
9
Convolution Operators and Factorization of Almost Periodic ...
Suppose E is a proper subset ofC, C is a finite- dimensional linear space, Ci is a subspace of C, and Ti : Ci — > C is a linear operator. Then Ti can be extended to a linear operator T : C — > C such that sp T n E = 0 if and only if £1 n Ker (Tt - A/) ...
Albrecht Böttcher, Yuri I. Karlovich, Ilya M. Spitkovskiĭ, 2002
10
Probabilistic Properties of Deterministic Systems - Sayfa 227
(8.3.2) This, in turn, requires some assumptions concerning the product space CI X X given by CI x X = {(<o,x): a ECl,x EX} that contains all sets of the form (8.3.2). In the space CI X X we define (see Theorem 2.2.2) a product measure that, ...
Andrzej Lasota, Michael C. Mackey, 1985
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Tüm dünyaya İHA internet
Her ne hikmetse şuraya yorum yazanların yarısının evladı da uzaycı olup çıktı. 2015-08-01 15:54. Pehlivan Nakkaşoğlu @(22940,mustafa uzer) Hacı hacca gidip ... «Hürriyet, Tem 15»
