This is an excellent textbook on analysis and it has several unique features: Proofs of heat kernel estimates, the Nash inequality and the logarithmic Sobolev inequality are topics that are seldom treated on the level of a textbook. Best constants in several inequalities, such as Young's inequality and the logarithmic Sobolev inequality, are also included. A thorough treatment of rearrangement inequalities and competing symmetries appears in book form for the first time. There is an extensive treatment of potential theory and its applications to quantum mechanics, which, again, is unique at this level. Uniform convexity of $L^p$ space is treated very carefully. The presentation of this important subject is highly unusual for a textbook. All the proofs provide deep insights into the theorems. This book sets a new standard for a graduate textbook in analysis. --Shing-Tung Yau, Harvard University For some number of years, Rudin's ``Real and Complex'', and a few other analysis books, served as the canonical choice for the book to use, and to teach from, in a first year grad analysis course. Lieb-Loss offers a refreshing alternative: It begins with a down-to-earth intro to measure theory, $L^p$ and all that ... It aims at a wide range of essential applications, such as the Fourier transform, and series, inequalities, distributions, and Sobolev spaces--PDE, potential theory, calculus of variations, and math physics (Schrodinger's equation, the hydrogen atom, Thomas-Fermi theory ... to mention a few). The book should work equally well in a one-, or in a two-semester course. The first half of the book covers the basics, and the rest will be great for students to have, regardless of whether or not it gets to be included in a course. --Palle E. T. Jorgensen, University of Iowa
This supplemental text to health policy and health policy analysis core courses provides a step by step framework and guidance to prepare a policy analysis final paper or capstone project.
Classic work on analysis and design of finite processes for approximating solutions of analytical problems. Features algebraic equations, matrices, harmonic analysis, quadrature methods, and much more.
Advanced students and graduate students majoring in computer science, physics and mathematics will find this book helpful.
Since the first edition of Public Policy: Politics, Analysis, and Alternatives, Michael Kraft and Scott Furlong have taken a different tack.
The text provides proofs of all main results, as well as motivations, examples, applications, exercises, and formal chapter summaries.
Updated to cover Wireshark 2.x, the third edition of Practical Packet Analysis will teach you to make sense of your packet captures so that you can better troubleshoot network problems.
The book achieves this by presenting foundational theoretical frameworks alongside actual cases and decision-making scenarios--this is a theme that runs throughout the text.
A Regression-Based Approach Andrew F. Hayes. whereZ as deviation Xj andZ from Yj are ... Pearson's r can range between −1 and 1, although values of 1 and −1 would rarely be observed in real data. The closer r is to 1, ignoring sign, ...
Comparatively few applications of structural–acoustic optimization could be collected. Most papers considered academic examples ... Designing Quiet Structures: A Sound Power Minimization Approach. Academic Press, San Diego/London, 1997.
A brief introduction to behavior analysis research -- Research methods in applied behavior analysis : ten steps for successful research -- Evaluating behavioral research -- Using applied research findings in clinical and educational ...