'Always non' presentation slideshows

Wavelets: theory and applications

1.38k views • 66 slides

1.49k views • 58 slides

Effect Size

Effect Size . More to life than statistical significance Reporting effect size. Statistical significance. Turns out a lot of researchers do not know what precisely p < .05 actually means Cohen (1994) Article: The earth is round (p<.05)

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Linear Algebra With Applications by Otto Bretscher. Page 286. 1. The Determinant of any diagonal nxn matrix is the pro

Linear Algebra With Applications by Otto Bretscher. Page 286. 1. The Determinant of any diagonal nxn matrix is the product of its diagonal entries. True. . 2. If matrix B is obtained by swapping two rows of an nxn matrix A, then the equation det(B) = - det(A) must hold.

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14 th Pedestal and Edge Physics ITPA Topical Group Meeting

14 th Pedestal and Edge Physics ITPA Topical Group Meeting. P.T. Lang et al (V1.5.). ? ELM control: AUG & JET status ? Can pacing like in AUG be maintained in an ITER like parameter regime at JET? ? From JET to ITER: how to scale up the required local perturbation?

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Module Nine: Techniques for Monitoring Variability and Testing Homogeneity

Module Nine: Techniques for Monitoring Variability and Testing Homogeneity

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1. Introduction

1. Introduction. Introduction. Modeling Use a set of mathematical relations to represent mathematically a real life situation Compromise between a closer image of the reality and the difficulty of solving the model. Mathematical model. Three items to identify

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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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VAT

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Lecture 7: Research and Development Cooperative and Nonccoperative R&D in Duopoly with Spillovers

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Transport Properties of Fractal and Non-Fractal Scale-Free Networks

Transport Properties of Fractal and Non-Fractal Scale-Free Networks. M. Kitsak, S. Havlin, G. Paul, M. Riccaboni, F. Pammolli and H.E. Stanley . M. Kitsak et al, Phys Rev E, (in press), 2007. http://arxiv.org/abs/physics/0702001. Motivation and Objectives. Betweenness Centrality C

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Transport Properties of Fractal and Non-Fractal Scale-Free Networks

Transport Properties of Fractal and Non-Fractal Scale-Free Networks. M. Kitsak, S. Havlin, G. Paul, M. Riccaboni, F. Pammolli and H.E. Stanley . M. Kitsak et al, Phys Rev E, (in press), 2007. http://arxiv.org/abs/physics/0702001. Motivation and Objectives. Betweenness Centrality C

210 views • 7 slides