Strona glówna
•
FAQ
•
Szukaj
•
Użytkownicy
•
Grupy
•
Galerie
•
Rejestracja
•
Profil
•
Zaloguj się, by sprawdzić wiadomości
•
Zaloguj
Forum Forum MESA !! Strona Główna
->
Regulamin
Napisz odpowiedź
Użytkownik
Temat
Treść wiadomości
Emotikony
Więcej Ikon
Kolor:
Domyślny
Ciemnoczerwony
Czerwony
Pomarańćzowy
Brązowy
Żółty
Zielony
Oliwkowy
Błękitny
Niebieski
Ciemnoniebieski
Purpurowy
Fioletowy
Biały
Czarny
Rozmiar:
Minimalny
Mały
Normalny
Duży
Ogromny
Zamknij Tagi
Opcje
HTML:
TAK
BBCode
:
TAK
Uśmieszki:
TAK
Wyłącz HTML w tym poście
Wyłącz BBCode w tym poście
Wyłącz Uśmieszki w tym poście
Kod potwierdzający: *
Wszystkie czasy w strefie EET (Europa)
Skocz do:
Wybierz forum
Nabór do ZESPÓŁ Forum MESA
----------------
Nabór
MESA - DRUŻYNY
----------------
GKS Bełchatów
Cracovia Kraków
Dyskobolia Grodzisk Wielkopolski
Górnik Zabrze
Jagiellonia Białystok
Korona Kielce
Lech Poznań
Legia Warszawa
ŁKS Łódź
Odra Wodzisław Śląski
Polonia Bytom
Ruch Chorzów
Wisła Kraków
Zagłębie Lubin
Zagłębie Sosnowiec
MESA - OGÓLNIE
----------------
Regulamin
Terminarz
Sędziowie
Wyniki
DLA KIBICA
----------------
Typer
Rozrywka
Sonda
INNE
----------------
Hydepark
Reklama
PARTNERZY
----------------
Parnerzy w reklamie i realizacji projektu !!
Przegląd tematu
Autor
Wiadomość
43nike9485qt
Wysłany: Pią 18:34, 24 Gru 2010
Temat postu: ugg online bestellen Identification and evaluation
Identification and evaluation of rough knowledge
In] R1nR ',
ugg online bestellen
, apparently by the construction of y [zlnR2ny ≠ sound, and [z] RNR2y, that [z] RlNR2RNR2 (y) a, so y offerings n2 ≠ Y, contradiction. ) V (z, j,> ∈ RnR2, the y6 [z] R】 n. Because l [z] R】 NRzI = 1, so there must be z-y, this card was RnRz =. ② x'21 ' maximum x-x ¨ 1 x Gan Gan xl2 an X ∈ D, RlnR2) Gan xl2 = U - XC ~ X-(R21 reached the maximum u-X-X-1. ① ② from the theorem is proved. Definition 15 If X) a, is called relative to the trivial R ・ of X is mining; if XR2) soon, then we call R Rz as compared to the negative on the X in the ordinary mining. If VXU, R. Relative to the R on X is trivial mining, called Rz is relative to the R. Ordinary mining. Definition 14 Let R, Rz for the U on the two knowledge, xut called D plot (as opposed to Rl Rz are mining the degree of X,; said. (For Rz Rl on the X relative to the degree of negative mining. Theorem 7 set, avoid the knowledge of the two, there are: (1) VX ∈ (U) a D (U, R), 0 ≤ DMt, a R, (X) ≤ 1, O ≤ DM% A) ≤ 1,
tory burch shoes
, ( 2) D regret a R, (x) a 1 at first glance \- X, u-X-x A, (x), so the inequality holds. (2) thief R, (x) = 1 Gan】. = Xc = ~ X ∈ Def (U, R1nRz) first \- (Rlz = U-X first \(X) a 1, a 2 X + set X, X ∈ Factory (U, RnRz). Suppose RlnR2n (xX (u-x)) ≠ sound, then there exists (z, j,> ∈ RnRn (xX (- x)), which xRnRzy, z ∈ X and yX, so [z] RnR2x, nR2xz, but] R】 nR2 has x elements z, so, NRzn (x) ≠ sound, and X6Def (u, RnRz) contradictions . Sufficiency: Suppose D rise of an R1 (x) ≠ 1, then Xz ≠ x, XDef (u, RnR2), which B.anR2 (x) ≠ sound, that there is] RlnR2,] RnR2nR '(x). Therefore,
buy ghd hair
, exist y, = ∈ k] R1NRz but Y6X, = x, see: (j,, =) ∈ RlnR2n (xx (U-X)), and conditions RlnR2n (xx (-)) a ≯ contradiction. which permits have burning one, () a 1. Conclusion In this paper, knowledge of particles and the positive field, the concept of negative domain in the Pawlak approximation space (u, R) u in on objects in the universe and the relationship between x u in rough areas identified on indiscernibility relation R on the ability to identify areas of rough x quantified,
Tory Burch Shoes
, the corresponding metric criteria, and further recognition of knowledge and knowledge of the multiple re-excavation of crude concept of indiscernibility relations on a number of fields The interaction was discussed. These efforts will contribute to the discovery of domain knowledge, and mining.
More articles related to topics:
discount cosmetics mac IBA's management structure
discount cosmetics mac Large girth LDPC codes cons
mbt shoes sale Not based on Qi Hanying bilingual t
fora.pl
- załóż własne forum dyskusyjne za darmo
Theme
FrayCan
created by
spleen
&
Download
Powered by
phpBB
© 2001, 2005 phpBB Group
Regulamin