'Sum rule' diaporamas de présentation

Statistical inference for astrophysics

Statistical inference for astrophysics. A short course for astronomers Cardiff University 16-17 Feb 2005 Graham Woan, University of Glasgow. Lecture Plan. Why statistical astronomy? What is probability? Estimating parameters values the Bayesian way the Frequentist way

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Elementary Counting Technique s & Combinatorics

Elementary Counting Technique s & Combinatorics. Jim Skon. Consider:. How many license plates are possible with 3 letters followed by 3 digits? How many license plates are possible with 3 letters followed by 3 digits if no letter repeated?

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Probability Theory Longin Jan Latecki Temple University

Probability Theory Longin Jan Latecki Temple University. Slides based on slides by Aaron Hertzmann, Michael P. Frank, and Christopher Bishop. What is reasoning?. How do we infer properties of the world? How should computers do it?. Aristotelian logic. If A is true, then B is true

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Combinatorics

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22C:19 Discrete Math Counting

22C:19 Discrete Math Counting. Fall 2011 Sukumar Ghosh. The Product Rule. Example of Product Rule. Example of Product Rule. The Sum Rule. Example of Sum Rule. Example of Sum Rule. Wedding picture example. Counting subsets of a finite set.

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Recursive Definitions

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Permutations and Combinations

Permutations and Combinations. Lesson 8 HAND OUT REFERENCE SHEET AND GO OVER IT. Permutations vs. Combinations. Both are ways to count the possibilities The difference between them is whether order matters or not Consider a poker hand: A ?, 5?, 7?, 10?, K? Is that the same hand as:

480 views • 28 slides

Binomial Coefficients, Inclusion-exclusion principle

Binomial Coefficients, Inclusion-exclusion principle. A. B. Lecture 13: Oct 31. C. D. Plan. Binomial coefficients, combinatorial proof Inclusion-exclusion principle. Binomial Theorem. We can compute the coefficients c i by counting arguments. e.g.

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The Role of Sum Rules in the Discovery of the Standard Model

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Bayesian Learning

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David Evans http://www.cs.virginia.edu/evans

Lecture 39: Lambda Calculus. David Evans http://www.cs.virginia.edu/evans. CS150: Computer Science University of Virginia Computer Science. Equivalent Computers. . z. z. z. z. z. z. z. term = variable | term term | ( term )

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Differentiation using Product Rule and Quotient Rule

Differentiation using Product Rule and Quotient Rule. By Samuel Chukwuemeka (Mr. C). Quick Basic Facts. In Calculus, If y = f(x) read as y is a function of x y is known as the dependent variable x is known as the independent variable Similarly if y = f(s) read as y is a function of s

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Some questions on quantum anomalies

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Integration by Parts

Integration by Parts. Method of Substitution Related to the chain rule Integration by Parts Related to the product rule More complex to implement than the Method of Substitution. Derivation of Integration by Parts Formula. Let u and v be differentiable functions of x .

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What pHe3 can teach us

What pHe3 can teach us. Polarized He-3 is an effective neutron target ? d-quark target Polarized protons are an effective u-quark target. Therefore combining pp and pHe3 data will allow a full quark flavor separation u, d, ubar , dbar. Two physics trusts for a polarized pHe3 program:

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GPD E from Transverse SSA

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Vector Functions

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