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The main focus is on particular aspects of complementation, covering the contemporary standard languages as well as older stages and/or non-standard varieties and the impact of language contact, primarily with non-Slavic languages. Presenting in-depth studies, they thus contribute to the overarching collective aim of arriving at a comprehensive picture of the patterns of clausal complementation on which South Slavic languages profile against a wider typological background, but also diverge internally if we look closer at details in the contemporary stage and in diachronic development. The volume divides into an introduction setting the stage for the single case-studies, an article developing a general template of complementation with a detailed overview of the components relevant for South Slavic, studies addressing particular structural phenomena from different theoretical viewpoints, and articles focusing on variation in space and/or time. ![]() Free Download Classical Electrodynamics, 3rd Edition by John David Jackson English | 2021 | ISBN: 9388991079 | 832 Pages | True ePUB | 3.64 MB ![]() Free Download Classical Dynamics and Its Quantum Analogues by David Park English | PDF | 1990 | 343 Pages | ISBN : 3642749240 | 38.6 MB The short Heroic Age of physics that started in 1925 was one of the rare occasions when a deep consideration of the question: What does physics really say? was necessary in carrying out numerical calculations. 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This book originated more than a decade ago as informal lecture notes [OP, prepared for use in a course taught from time to time to advanced undergraduates at Williams College. ![]() Free Download V.S. Serov, "Classical Analysis of Real-Valued Functions" English | ISBN: 1611977665 | 2023 | 422 pages | PDF | 10 MB Divided into two self-contained parts, this textbook is an introduction to modern real analysis. More than 350 exercises and 100 examples are integrated into the text to help clarify the theoretical considerations and the practical applications to differential geometry, Fourier series, differential equations, and other subjects. The first part of Classical Analysis of Real-Valued Functions covers the theorems of existence of supremum and infimum of bounded sets on the real line and the Lagrange formula for differentiable functions. Applications of these results are crucial for classical mathematical analysis, and many are threaded through the text. 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