'Exp' presentation slideshows

ODE ???

ODE ???. MCM. 2012.10.29. Contents. 1. ?????????. 2. ???? matlab ??. 3. Contents. ???????????????? ?????? ;. One. ???????????????? ?????? Matlab ??? ;. Two. Five ?????. ????? Euler ? Runge-Kutta ???. Simulink ??????????? ???. Three. Four. 1. ???????.

969 views • 76 slides

מבוא מורחב למדעי המחשב בשפת Scheme

מבוא מורחב למדעי המחשב בשפת Scheme. תרגול 14. Metacircular Evaluator. 4.1, pages 362-398 definitions file on web. 2. Overview. 1. Eval, apply 2. Change definition 3. Add let, let* 4. Add special forms and, or 5. Abstraction of frame scanning 6. More examples. 3.

855 views • 67 slides

מבוא מורחב למדעי המחשב בשפת Scheme

מבוא מורחב למדעי המחשב בשפת Scheme. תרגול 13. Metacircular Evaluator. 4.1, pages 362-398 definitions file on web. 2. Overview. 1. Eval, apply 2. Change definition 3. Add let, let* 4. Add special forms and, or 5. Abstraction of frame scanning. 3. Evaluator : a program that

643 views • 45 slides

Floating Point 15-213: Introduction to Computer Systems 3 rd Lecture, Aug. 31, 2010

534 views • 41 slides

??????????????? ??????????????????????????????

??????????????? ??????????????????????????????. ???????? HP ???????? http://www.ioa.s.u-tokyo.ac.jp/kisohp/STAFF/nakada/intro-j.html. ????????. ????? (Saha Equation). Negative Hydrogen. ?????????????????. ??????????????????? ??????????????

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??? ????????

??? ????????. ???????????. ???????? HP ???????? http://www.ioa.s.u-tokyo.ac.jp/kisohp/STAFF/nakada/intro-j.html. ????????. ????????? Eddington Approximation. ????????. ???????????????????????????????????????? ??????????????????? ? ??????????? / ??? ? ?? ?.

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Context-Free Languages

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Intermediate Code Generation

Intermediate Code Generation. Mooly Sagiv msagiv@post.tau.ac.il Schrierber 317 03-640-7606 Wed 10:00-12:00 html://www.math.tau.ac.il/~msagiv/courses/wcc01.html Chapter 7 (Chapter 6 next week). Source program (string). Basic Compiler Phases. lexical analysis. Tokens. syntax analysis.

616 views • 27 slides

Intermediate Code Generation

Intermediate Code Generation. Mooly Sagiv msagiv@post.tau.ac.il Schrierber 317 03-640-7606 Wed 10:00-12:00 html://www.math.tau.ac.il/~msagiv/courses/wcc01.html Chapter 7 (Chapter 6 next week). Source program (string). Basic Compiler Phases. lexical analysis. Tokens. syntax analysis.

371 views • 27 slides

Operations/systems .

Operations/systems. Processes so far considered: Y(t), 0<t<T time series using Dirac deltas includes point process Y(x,y), 0<x<X, 0<y<Y image includes spatial point process Y(x,y,t), 0<x<X, 0<y<Y, 0<t<T spatial-temporal

364 views • 27 slides

Log-Likelihood Algebra

? = - L (d). L (d). +. L (d). 0 = 0. +. Log-Likelihood Algebra. ?Sum of two LLRs L(d 1 ) + L(d 2 ) ? L ( d 1 ? d 2 ) = log exp[L(d 1 )] + exp [L(d 2 )] 1 + exp[L(d 1 )].exp [L(d 2 )]

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Abstract Syntax

Abstract Syntax. Mooly Sagiv html://www.cs.tau.ac.il/~msagiv/courses/wcc04.html. Outline. The general idea Bison Motivating example Interpreter for arithmetic expressions The need for abstract syntax Abstract syntax for arithmetic expressions.

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GI/GI/1

GI/GI/1. GI/GI/1. Interarrival times are independent and generally distributed {t_n} is an i.i.d. s equence of interarrival times t _n is distributed according to density f Arrival instants: T_{n+1} = T_n + t_n Service times are independent and generally distributed

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THE INFORMATION SYSTEM ON THE MARINE ANIMALS COLLECTION IN THE ZOOLOGICAL INSTITUTE OF RAS

THE INFORMATION SYSTEM ON THE MARINE ANIMALS COLLECTION IN THE ZOOLOGICAL INSTITUTE OF RAS I.S. SMIRNOV, E.P. VORONINA, A.L. LOBANOV & A.V. NEYELOV. The Zoological Institute (ZIN) in St. Petersburg houses one of the world's largest zoological collections.

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????? 2011 ? 10 ? 6 ?

????? 2011 ? 10 ? 6 ?. ????????? ( sakai.keiichi@kochi-tech.ac.jp ) http://www.info.kochi-tech.ac.jp/k1sakai/Lecture/COMP/2011/index.html. ????????? ??????????????. ? (Expression) ?? (Statement) ????????????? ???????????? ???????????? ???????????????? ?????? ?????????.

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Interpreter (design pattern)

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Checking the Consistency of Local Density Matrices

Checking the Consistency of Local Density Matrices. Yi-Kai Liu Computer Science and Engineering University of California, San Diego y9liu@cs.ucsd.edu. The Consistency Problem. Consider an n-qubit system

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CS603 Programming Language Organization

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The Debye-Waller factor Start w/ structure factor F hkl = ? f n exp (2 ? i r * ? r n )

The Debye-Waller factor Start w/ structure factor F hkl = ? f n exp (2 ? i r * ? r n ). hkl. unit cell. S / ?. (S -S o )/ ?. 2 ?. S o / ?. | r *| = | s - s o |/ ? = (2 sin ? )/ ?. r * = ( s - s o )/ ? = h a * + k b * + l c * r = x a + y b + z c. For small ? r n

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??????????????????? g/m 2 / ???

??????????????????? g/m 2 / ???. ??????? ? g/g/d ? ?????? ????????? ? g/m 2 /d ?? ??????? ????????????????? ???? ???????? aX ???? ???? ???? ???????????????????????????????????? ????????????????? o ??? exp[-at ?? ] ?? t ????????? t ?????????????? q ? Xo ??? exp[ ? a ? q] ??????????? q

116 views • 1 slides