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 Free Download Brian Marren, "We shall not be moved: How Liverpool's working class fought redundancies, closures and cuts in the age of Thatcher" English | 2018 | pages: 272 | ISBN: 1526132966, 071909576X | PDF | 15,9 mb The city of Liverpool had frequently been prone to industrial unrest for most of its recent history, but it was the dawn of Thatcher and the sanctioning of neoliberal economic strategies which made Liverpool a nucleus of resistance against the encroaching tide of right-wing politics and sweeping de-industrialisation. This critique explores six case studies which will illustrate how elements of a highly politicised local working-class fought against the rapid rise in forced redundancies and industrial closures. Some of their responses included strikes, factory occupations, the organisation and politicisation of the unemployed, consent to radical left-wing municipal politics, as well as tacit endorsement a period of violent civil unrest. This critique concludes that in the range, intensity and use of innovative tactics deployed during these conflicts, Liverpool was distinctive.  Free Download Tamra B Orr, Adam Weber, "We Have Hurricanes (Tell Me Why Library)" English | 2015 | pages: 28 | ISBN: 1633627098 | PDF | 2,9 mb Young children are naturally curious about the world around them. We Have Hurricanes offers answers to their most compelling questions about hurricanes. Age-appropriate explanations and appealing photos encourage readers to continue their quest for knowledge. Additional text features and search tools, including a glossary and an index, help students locate information and learn new words.  Free Download Andrew Marr, "We British: The Poetry of a People" English | 2016 | pages: 672 | ISBN: 0008130922, 0008130892 | EPUB | 1,3 mb 'This book includes some of the greatest of our poetry. I hope that it adds up to a new way of thinking about who we have been, and who we are now.'  Free Download Wavelet Transforms and Time-Frequency Signal Analysis by Lokenath Debnath English | PDF | 2001 | 444 Pages | ISBN : 0817641041 | 38.1 MB The last fifteen years have produced major advances in the mathematical theory of wavelet transforms and their applications to science and engineering. In an effort to inform researchers in mathematics, physics, statistics, computer science, and engineering and to stimulate furtherresearch, an NSF-CBMS Research Conference on Wavelet Analysis was organized at the University of Central Florida in May 1998. Many distinguished mathematicians and scientists from allover the world participated in the conference and provided a digest of recent developments, open questions, and unsolved problems in this rapidly growing and important field. As a follow-up project, this monograph was developed from manuscripts sub mitted by renowned mathematicians and scientists who have made important contributions to the subject of wavelets, wavelet transforms, and time-frequency signal analysis. This publication brings together current developments in the theory and applications of wavelet transforms and in the field of time-frequency signal analysis that are likely to determine fruitful directions for future advanced study and research.  Free Download Wavelet Methods - Elliptic Boundary Value Problems and Control Problems by Angela Kunoth English | PDF | 2001 | 150 Pages | ISBN : 3519003279 | 18.6 MB While wavelets have since their discovery mainly been applied to problems in signal analysis and image compression, their analytic power has more and more also been recognized for problems in Numerical Analysis. Together with the functional analytic framework for different differential and integral quations, one has been able to conceptu ally discuss questions which are relevant for the fast numerical solution of such problems: preconditioning issues, derivation of stable discretizations, compression of fully popu lated matrices, evaluation of non-integer or negative norms, and adaptive refinements based on A-posteriori error estimators. This research monograph focusses on applying wavelet methods to elliptic differential equations. Particular emphasis is placed on the treatment of the boundary and the boundary conditions. Moreover, a control problem with an elliptic boundary problem as contraint serves as an example to show the conceptual strengths of wavelet techniques for some of the above mentioned issues. At this point, I would like to express my gratitude to several people before and during the process of writing this monograph. Most of all, I wish to thank Prof. Dr. Wolfgang Dahmen to whom I personally owe very much and with whom I have co-authored a large part of my work. He is responsible for the very stimulating and challenging scientific atmosphere at the Institut fiir Geometrie und Praktische Mathematik, RWTH Aachen. We also had an enjoyable collaboration with Prof. Dr. Reinhold Schneider from the Technical University of Chemnitz.
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