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 Free Download Linguistics and Language Play English | 2025 | ISBN: 981960687X | 334 Pages | PDF EPUB (True) | 3 MB This book constitutes a comprehensive study of the field of language play from a linguistic viewpoint, demonstrating how linguistics can throw light on this important, but often under-rated, aspect of language use. It is both theoretical and descriptive in nature. In terms of the former, it proposes a 'ludic' function of language: that language is there to be played with, and that this is a universal feature of human activity. It rejects the traditional notion that language play is purely for 'fun' or entertainment and stresses the serious nature of certain ludic activities, such as cryptography. It discusses the notion of linguistic creativity, considering this to be inadequate in accounting for all aspects of language play. It assesses the value of popular terms such as 'pun' and introduces new terms/concepts such as 'serendipity' and 'internym' to account for important phenomena.  Free Download Linear Parameter-Varying Control: Theory and Application to Automotive Systems English | 2025 | ISBN: 1394285957 | 340 Pages | PDF | 10 MB In Linear Parameter-Varying Control: Theory and Application to Automotive Systems, distinguished researcher Dr. Olivier Sename delivers a comprehensive and up-to-date discussion of the theoretical aspects and real applications of Linear Parameter-Varying (LPV) control, with a strong focus on systems theory and in real automotive systems. The author covers the primary methods used to model, control, and analyze LPV systems, and illustrates how to model those systems using examples.  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The homoclinic networks of saddles and centers (or limit cycles) in crossing-univariate polynomial systems are discussed, and the corresponding bifurcation theory is developed. The corresponding first integral manifolds are polynomial functions. The maximum numbers of centers and saddles in homoclinic networks are obtained, and the maximum numbers of sinks, sources, and saddles in homoclinic networks without centers are obtained as well. Such studies are to achieve global dynamics of planar polynomial dynamical systems, which can help one study global behaviors in nonlinear dynamical systems in physics, chemical reaction dynamics, engineering dynamics, and so on. This book is a reference for graduate students and researchers in the field of dynamical systems and control in mathematics, mechanical, and electrical engineering.  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