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m-[n-]-Xyhpw tNI-∂q¿ aue-hn-bpsS {KŸ-߃! Janadhipathyavum.pdf · ... Kozhikode. Price: ... Xy-hm-Zn-Iƒ°pw Dƒs°m-≈m-\mhpw F∂n-cn-s°, Jp¿-B\pw P\m-[n-]-Xyhpw ]c-kv]

m-[n-]-Xyhpw tNI-∂q¿ aue-hn-bpsS {KŸ-߃! Janadhipathyavum.pdf · ... Kozhikode. Price: ... Xy-hm-Zn-Iƒ°pw Dƒs°m-≈m-\mhpw F∂n-cn-s°, Jp¿-B\pw P\m-[n-]-Xyhpw ]c-kv]

0 0 Review Probability Axioms –Non-negativity P(A)≥0 –Additivity P(A U B) =P(A)+ P(B), if A and B are disjoint. –Normalization P(Ω)=1 Independence of two.

0 0 Review Probability Axioms –Non-negativity P(A)≥0 –Additivity P(A U B) =P(A)+ P(B), if A and B are disjoint. –Normalization P(Ω)=1 Independence of two.

P H D P G M I @ G M @ G = R M J Y E D J = : I B H R O G H Y % S H …ecpmlab.eee.uniwa.gr/images/MA8HMATA/HLEKTRIKA_KYKLWMAT… · 2018. 12. 21. · x 5 k = j g h o _ b o @ m p r

P H D P G M I @ G M @ G = R M J Y E D J = : I B H R O G H Y % S H …ecpmlab.eee.uniwa.gr/images/MA8HMATA/HLEKTRIKA_KYKLWMAT… · 2018. 12. 21. · x 5 k = j g h o _ b o @ m p r

2eme Partie M έρος B ΄

2eme Partie M έρος B ΄

1 . $ % ' . ( + , * - . - $ * ' ( 3 ( · 2020. 12. 9. · . o m n m n m \ d p d p s j n i [ o x p d r d q = N _ s w ä r w ä t r t r ' B I Z R D Q P ` J T X K = J B R G Q P S P R

1 . $ % ' . ( + , * - . - $ * ' ( 3 ( · 2020. 12. 9. · . o m n m n m \ d p d p s j n i [ o x p d r d q = N _ s w ä r w ä t r t r ' B I Z R D Q P ` J T X K = J B R G Q P S P R

A FINITE QUANTUM SYMMETRY OF M(3 C - CORE · P ⊗id) (id⊗ B R):P⊗ BP−!P ⊗H is bijective. In addition, we say that it is faithfully flat i P is faithfully flat (right) B-module.

A FINITE QUANTUM SYMMETRY OF M(3 C - CORE · P ⊗id) (id⊗ B R):P⊗ BP−!P ⊗H is bijective. In addition, we say that it is faithfully flat i P is faithfully flat (right) B-module.

SUPERSEDED - Game Ready...EL-3 S le p Ti m R u n Ic e B a t h e m p . P res u e O f Lo w M ed Hig h Av g. r a p e m 55 /13 5 0/ 0 4 5/7 0 5 ºF /ºC ΠΈΡΙΓΡΑΦΗ ΤΟΥ ΣΥΣΤΗΜΑΤΟΣ

SUPERSEDED - Game Ready...EL-3 S le p Ti m R u n Ic e B a t h e m p . P res u e O f Lo w M ed Hig h Av g. r a p e m 55 /13 5 0/ 0 4 5/7 0 5 ºF /ºC ΠΈΡΙΓΡΑΦΗ ΤΟΥ ΣΥΣΤΗΜΑΤΟΣ

Modelos Log–Lineales - dm.uba.ar · Modelos de dependencia Mutua o Completa Independencia El modelo m´as simple es aquel en que P(A = i,B = j,C = k) = P(A = i).P(B = j).P(C = k)

Modelos Log–Lineales - dm.uba.ar · Modelos de dependencia Mutua o Completa Independencia El modelo m´as simple es aquel en que P(A = i,B = j,C = k) = P(A = i).P(B = j).P(C = k)

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