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![]() Free Download Robert F. Dorr - Desert Storm Air War (The Power Series) Motorbooks International | 1991 | ISBN: 087938560X | English | 130 pages | PDF | 89.08 MB Recounts the Allied air campaign during the Persian Gulf War, and shares interviews with pilots and ground crews. ![]() Free Download Descriptive Topology in Selected Topics of Functional Analysis: Updated and Expanded, 2nd Edition by Jerzy Kąkol, Wiesław Kubiś English | 2025 | ISBN: 3031760611 | 700 Pages | True PDF | 8.8 MB ![]() Free Download Eyjólfur K. Emilsson, "Descriptioninus " English | ISBN: 0415333490 | 2017 | 420 pages | EPUB | 642 KB Descriptioninus (AD 205-270) was the founder of Neoplatonism, whose thought has had a profound influence on medieval philosophy, and on Western philosophy more broadly. In this engaging book, Eyjólfur K. 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She offers readings of the controversies to which this poetic theory gives rise, with particular reference to the genre of tragicomedy, questions of verisimilitude or plausibility, and the figures of Guez de Balzac and Pierre Corneille. ![]() Free Download Dermatology in Public Health Environments: A Comprehensive Textbook, Second Edition by Renan Rangel Bonamigo English | EPUB | 2023 | 2160 Pages | ISBN : 3031135040 | 420.5 MB Dermatological diseases are extremely common around the globe, and a systematic understanding of these conditions and their relationships with various epidemiological factors could provide insights to help governments and private institutions address the challenges they need to overcome in order to improve global health. ![]() Free Download Dermatology High-Yield Self-Assessment: Supplement to Dermatology: Illustrated Study Guide and Comprehensive Board Review by Sima Jain English | 2024 | ISBN: 3031732626 | 115 Pages | True PDF | 34 MB ![]() Free Download Derivatives and Integrals of Multivariable Functions by Alberto Guzman English | PDF (True) | 327 Pages | ISBN : 0817642749 | 20.3 MB This text is appropriate for a one-semester course in what is usually called ad vanced calculus of several variables. The approach taken here extends elementary results about derivatives and integrals of single-variable functions to functions in several-variable Euclidean space. The elementary material in the single- and several-variable case leads naturally to significant advanced theorems about func tions of multiple variables. In the first three chapters, differentiability and derivatives are defined; prop erties of derivatives reducible to the scalar, real-valued case are discussed; and two results from the vector case, important to the theoretical development of curves and surfaces, are presented. The next three chapters proceed analogously through the development of integration theory. Integrals and integrability are de fined; properties of integrals of scalar functions are discussed; and results about scalar integrals of vector functions are presented. 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