'Discrete case' presentation slideshows

Welcome to BUAD 310

Welcome to BUAD 310. Instructor: Kam Hamidieh Lecture 6, Monday February 3, 2014. Agenda & Announcement. Today : Chapter 8. Start Chapter 9. Read all of 8 and 9. HW 2 is due on Wednesday February 12 th , 5 pm. . FYI. See:

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Estimation Basic Concepts & Estimation of Proportions

Probability and Statistics for Scientists and Engineers. Estimation Basic Concepts & Estimation of Proportions. Estimation. Objective To estimate the value(s) of the parameter(s) of a probability distribution based on a random sample Types of estimates and methods of estimation

1.29k views • 38 slides

Financial Analysis, Planning and Forecasting Theory and Application

Financial Analysis, Planning and Forecasting Theory and Application. Chapter 5 . Determination and Applications of Nominal and Real Rates-Of-Return in Financial Analysis. By Alice C. Lee San Francisco State University John C. Lee J.P. Morgan Chase Cheng F. Lee Rutgers University.

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Modeling of Variance and Volatility Swaps for Financial Markets with Stochastic Volatility

Modeling of Variance and Volatility Swaps for Financial Markets with Stochastic Volatility. Anatoliy Swishchuk Department of Mathematics & Statistics, York University, Toronto, ON, Canada Seminar-April 15, 2004 Department of Statistics, University of Toronto. Outline. Introduction

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CHAPTER 4

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Basis beeldverwerking (8D040) dr. Andrea Fuster Prof.dr.ir . Marcel Breeuwer dr. Anna Vilanova

Basis beeldverwerking (8D040) dr. Andrea Fuster Prof.dr.ir . Marcel Breeuwer dr. Anna Vilanova. Histogram equalization. Today. Definition of histogram Examples Histogram equalization: Continuous case Discrete case Examples Histogram features. Histogram definition.

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Last Time

Last Time. Raytracing and PBRT Structure Radiometric quantities. Today. Radiometric Integrals Monte Carlo integration Section 5.3 and Chapter 14 of PBR. Irradiance from Radiance (PBR Sect. 5.3). Integrate radiance over directions in the upper hemisphere:

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Example

Example. A device containing two key components fails when and only when both components fail. The lifetime, T 1 and T 2 , of these components are independent with a common density function given by

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Fourier Transform

Fourier Transform. Analytic geometry gives a coordinate system for describing geometric objects. Fourier transform gives a coordinate system for functions. Decomposition of the image function. The image can be decomposed into a weighted sum of sinusoids and cosinuoids of different frequency.

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Fourier Transform

Fourier Transform. Analytic geometry gives a coordinate system for describing geometric objects. Fourier transform gives a coordinate system for functions. Decomposition of the image function. The image can be decomposed into a weighted sum of sinusoids and cosinuoids of different frequency.

760 views • 18 slides

Fourier Transform

Fourier Transform. Analytic geometry gives a coordinate system for describing geometric objects. Fourier transform gives a coordinate system for functions. Decomposition of the image function. The image can be decomposed into a weighted sum of sinusoids and cosinuoids of different frequency.

285 views • 18 slides

Poisson Processes

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Standard Error of Equating

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Constraint Satisfaction Problems (CSPs)

Constraint Satisfaction Problems (CSPs). Set of variables V i that can take on values from their Domains D i (discrete / continuous) Goal test specifies constraints on variables unary (on a particular variable) e.g. left-most digit in crypt arithmetic is 0

463 views • 5 slides