'Ln 1' diaporamas de présentation

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???????????. ?? , ?????????????. ?? ? ( x ) ? ? ( x ) ? ?????? ,. ??, ? ( x )= O ( ? ( x )). ?? ? ( x ) ? ? ( x ) ? k ?????. ?? ? ( x ) ? ? ( x ) ??????? ,. ??, ? ( x ) ~ ? ( x ). ??, ? ? ( x ) ~ ? ( x ), ? ? ( x ) ? ? ( x ) ?????? ? ,. ?????. ?? ,. (i). (ii). (iii). n. 10

1.22k views • 103 slides

??? ???????

??? ???????. ???????. ? . ???????. ??????????????????????????????????????????????????????????.

866 views • 62 slides

Teknologi dna rekombinan

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????? ????

?t. 1. ln(t+?t)-lnt. 1. t+?t. dy. 1. ?y. d. ?t. dt. t. ?t. t. t. ?t. ?t. dt. ????? ????. ????? ????? ???. ????? ???? ?????? y=lnt ? ???? ??? ?? . = lnt= - ??? ???? ?? , ?? t ? ?? ?t ? ???? y ? ??? ?y ? ?? , ????? ??

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563 views • 46 slides

Time Value of Money

Time Value of Money. %. $. n. MBAmaterials. $$$. What is Time value of money?. W orth of a rupee received today is different from the worth of rupee to be received in future.

673 views • 40 slides

Strain II

Strain II. Mohr Circle for Strain. Recall that for stress, we plotted the normal stress ? n against the shear stress ? s , and we used equations which represented a circle

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Continued Fractions John D Barrow

529 views • 31 slides

Diffractive deep inelastic scattering

Diffractive deep inelastic scattering. Cyrille Marquet RIKEN BNL Research Center. Contents. Inclusive deep inelastic scattering (DIS): e h ? e X the structure functions F 2 , F T and F L Diffractive deep inelastic scattering Inclusive Diffraction: e h ? e X h

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Neutrino Cross Sections at HERA and Beyond

Neutrino Cross Sections at HERA and Beyond. ISVHECRI September 10, 2004. Neutrino Energy Ranges. TeV. PeV. EeV. Water Cherenkov. TD, GZK neutrinos. Radio. Acoustic. AGN, GRB. EAShowers. Air Fluorescence. Outline. Review the neutrino cross section and important features.

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Definition

y =log base a of x. Definition. if and only if. Important Idea. Logarithmic Form. Exponential Form. Important Idea. The logarithmic function is the inverse of the exponential function. Example. Write the following logarithmic function in exponential form:. Important Idea.

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9 ????

9 ????. Infinite Series. 9.1 ?? 9.2 ????? 9.3 ????? p - ?? 9.4 ????? 9.5 ???? 9.6 ??????? 9.7 ????????? 9.8 ??? 9.9 ???????? 9.10 ?????????. P.449. Ch9 ????. 9.7 ????????? (Taylor Polynomial and Approximations).

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CHAPTER 7

CHAPTER 7. Exponential and Logarithmic Functions. Ch 7.1 Exponential Growth and Decay. Population Growth In laboratory experiment the researchers establish a colony of 100 bacteria and monitor its growth. The experimenters discover that the colony triples in population everyday

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The Natural Base , e , is defined to be

583 views • 26 slides

Non-Linear Relationships

Non-Linear Relationships. If a relationship is not linear, how can we deal with it. For example:. Non-Linear Relationships. One possibility is to take the natural logarithm of both sides. The natural logarithm is the inverse of the natural exponential function. Natural exponent:.

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A kinship based method of measuring genetic diversity

A kinship based method of measuring genetic diversity. Herwin Eding ID-Lelystad Lelystad, The Netherlands. Short outline of presentation. Definition of genetic diversity Why kinships? Marker Estimated Kinships Similarity index Accounting for probability AIS Core set diversity

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Machine Learning for Online Decision Making + applications to Online Pricing

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Conventional DGLAP

294 views • 20 slides

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??? ?? ?? ??. ??????????. ?? ? ? ( x ) ? b ( x ) ? ( x ? x 0 ? x ? ? ) ??????. ?. ?????????? ?. ?? ? ( x ) ? b ( x ) ??????. ? c = 1 ? ?? ? ( x ) ? b ( x ) ??????? ?. ??? ? ( x ) ~ b ( x ) ? ( x ? x 0 ? x ? ? ). ???? x ? 0 ? sin x ? 5 x ???????. ?.

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Arrival & Service Times for Assignment 3

247 views • 11 slides