'1 ab' diaporamas de présentation

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??????. 13-1. 13-2. 13-3. 13-4. 13-5. 13-6. 13-7. 13-8. 13-9. 13-10. 13-11. 13-12. 13-13. 13-14. 13-15. 13-13. 13-17. 13-18. 13-19. 13-20. 13-21. 13-22. 13-23. 13-24. 13-25. 13-26. 13-27. 13-28. 13-29. 13-30. 13-31. 13-32. 13-33. 13-34. 13-35. 13-36. 13-37.

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?? (machinery)

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BaBar Outlook for next 3 years Jawahery University of Maryland June 6, 2006 Outline

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733 views • 43 slides

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? 12 ? ????????. 1. ??? ???? ????????? x ?????????? b ? 0 ?????? ???????? 2. ????? y ? kx ???? ? ????????. ????. y ? kx ? b ( k ? b ?????? k ?0). y ? kx. (0,0) ? (1, k ). 3. ????? y ? kx ???? (1) ? k >0 ?? ? (2) ? k <0 ?? ? 4. ???? y ? kx ? b ????. y ? x ??????.

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Immunohistochemistry: techniques and considerations

Immunohistochemistry: techniques and considerations. Nina Cluny January 2010. Immunohistochemistry. What is it? What can it tell you? What are its limitations? How is it done? What are the controls? Quantification Single vs double or triple labelling. Paratope + Epitope. Ab-Ag complex.

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790 views • 38 slides

Closure Properties of Regular Languages

Closure Properties of Regular Languages. L 1 and L 2 are regular. How about L 1 ?L 2 , L 1 ?L 2 , L 1 L 2 , L 1 , L 1 * ?. Theorem 1. If L 1 and L 2 are regular, then so are L 1 ?L 2 , L 1 ?L 2 , L 1 L 2 , L 1 , L 1 * .

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????. ?????? 4 ???? 1 ? ?? C ???????????. ?????. ???? ?? ?? ?? ???????????????? ?? ???? ?? ????. ?. ???????????. A. B. C. ?? AB ?????? B ?? ????? B ??. ???? 1. 1 ?? O ???? 5 ? P ?? O ????? 6 ??? P ? ? A. ?? O ? B. ?? O ? C. ?? O ? D. ????

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24.1.3 ???????

518 views • 29 slides

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????????. ???????? ???????. ?. ?. ?. ?. ?????????? (1)P31 ???? 5 ?. ??????????? 4 ??? C ????? ?. ?. ?. ?. ?. ???????? , ?????????????? , ?????????????? , ??????????????????????????????????. ????. ???????. ???. ????. ?????. ????. ????. ??????????. ??? : ??????. ???????.

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Design of Two-Level Multiple-Output Networks

Design of Two-Level Multiple-Output Networks. Design a network with four inputs and three outputs which realizes the functions F1(A,B,C,D) = S m(11,12,13,14,15) F2(A,B,C,D) = S m(3,7,11,12,13,15) F3(A,B,C,D) = S m(3,7,12,13,14,15). AB. AB. Direct Realization (each function as a min.

516 views • 22 slides

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? 1 ??????????? + y ?????????? abcd ?? Oxz ??????????? OX ? O Y ? O Z ????????????????????. Z. d. a. B. c. O. Y. b. X. ?????????????. ???? OX ? OZ ????????. a. b. B. c. d. ? 2 ? ?????????????????????????????????? ab ?? cd ????????????????????????? ? ? ?

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The Zhu-Takaoka Algorithm

The Zhu-Takaoka Algorithm. On improving the average case of the Boyer-Moore string matching algorithm, Journal of Information Processing 10(3):173-177, 1987 R. F. ZHU, T. TAKAOKA. Advisor: Prof. R. C. T. Lee Speaker: S. Y. Tang.

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y. o. x. ???????????. ????? ???. ????. 1 ????????????????. 2 ??????????. ? 1 ?????????????????? ?. ? 2 ???????????????????????????????????????. C. 3 ????????????????? ? ?. 4 ???????????????????????????? ( ). C. A.1 ? B.2 ? C.3 ? D.4 ?.

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2.3.4 ??????????

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?????? , ?? a ? 0 ? , ? aa -1 = a -1 a = 1.

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Counting Techniques: r-combinations with repetition allowed, Binomial theorem

Counting Techniques: r-combinations with repetition allowed, Binomial theorem. Number of iterations of a nested loop (First Situation). Consider the following nested loop: for i:=1 to n for j:=1 to i-1 for k:=1 to j-1 [ Statements] next k next j next i

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1.7 Basic Constructions

1.7 Basic Constructions. You will learn how to construct a line segment, duplicate an angle, and bisect a line segment. Given:. A. B. Construction #1. Construct a segment congruent to a given segment. Use a straightedge to draw a line. Construct: A 1 B 1 = AB. A 1.

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5.1.1 ???

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