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Supporting Young Children with Disabilities in the Classroom (The Essentials) by Pamela Brillante English | December 25th, 2020 | ISBN: 1938113292 | 160 pages | True EPUB | 12.94 MB Create an inclusive environment that promotes the success of all young learners  Sarah Moss, "Summerwater: A Novel" English | 2021 | ISBN: 0374105936, 1529035457 | 208 pages | EPUB | 1.9 MB A BEST BOOK OF THE YEAR in the UK: The Guardian, The Times  G. William Domhoff, "Studying the Power Elite: Fifty Years of Who Rules America?" English | ISBN: 1138106992 | 2017 | 222 pages | PDF | 782 KB This book critiques and extends the analysis of power in the classic, Who Rules America?, on the fiftieth anniversary of its original publication in 1967―and through its subsequent editions. The chapters, written especially for this book by twelve sociologists and political scientists, provide fresh insights and new findings on many contemporary topics, among them the concerted attempt to privatize public schools; foreign policy and the growing role of the military-industrial component of the power elite; the successes and failures of union challenges to the power elite; the ongoing and increasingly global battles of a major sector of agribusiness; and the surprising details of how those who hold to the egalitarian values of social democracy were able to tip the scales in a bitter conflict within the power elite itself on a crucial banking reform in the aftermath of the Great Recession. These social scientists thereby point the way forward in the study of power, not just in the United States, but globally.  Leroy Wade, Jan Simek, "Student's Solutions Manual for Organic Chemistry, 9th Edition" English | 2016 | ISBN: 0134160371 | 744 pages | PDF (scan) | 75.8 MB Prepared by Jan William Simek, this manual provides detailed solutions to all in-chapter as well as end-of-chapter exercises in the text.  Structure and Randomness in Computability and Set Theory (Mathematical Logic and Foundat) by Douglas Cenzer  Mario Paz, William Leigh, "Structural Dynamics: Theory and Computation, 5th edition" English | 2003 | ISBN: 1402076673 | 840 pages | scan PDF | 21,8 MB The book is interesting as well as scholarly and encourages the reader to continue rather than to put it down. The presentation and the many diagrams are excellent - Structural Engineer.  Stochastic Processes:Harmonizable Theory (Series on Multivariate Analysis Book 12) by M M Rao English | 2021 | ISBN: 9811213658 | 341 Pages | PDF | 9 MB  Stochastic Networks: Theory and Applications By F. P. Kelly 1996 | 380 Pages | ISBN: 0198523998 | PDF | 18 MB The theory of stochastic networks is an important and rapidly developing research area, driven in part by industrial applications in the design and control of modern communications and manufacturing networks. This volume is a collection of papers written by leading researchers in the field, providing a comprehensive survey of current research and the very latest developments. Areas covered include the mathematical modeling and optimal control of queuing and loss networks; the use of large deviations theory and effective bandwidth concepts in analysis and control; and the statistical modeling and analysis of network data. The book also contains a comprehensive bibliography of the statistical literature on long-range dependence and self-similarity in network traffic and other scientific and engineering applications, which will be welcomed by researchers in universities, research institutes and industry.  Spectral Methods and Their Applications By Ben-Yu Guo, Pen-Yu Kuo 1998 | 358 Pages | ISBN: 9810233337 | PDF | 9 MB This book presents the basic algorithms, the main theoretical results, and some applications of spectral methods. Particular attention is paid to the applications of spectral methods to nonlinear problems arising in fluid dynamics, quantum mechanics, weather prediction, heat conduction and other fields. The book consists of three parts. The first part deals with orthogonal approximations in Sobolev spaces and the stability and convergence of approximations for nonlinear problems, as the mathematical foundation of spectral methods. In the second part, various spectral methods are described, with some applications. 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