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Innovatie

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Booksellers and bookselling --- Publishers and publishing --- History --- Indexes --- History --- Indexes --- Ferguson, John Alexander, --- Indexes. --- Australia --- Bibliography --- Indexes.

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Aims Theaimofthisbookistoprovideaguidetoarichandfascinatings- ject: algebraic curves, and how they vary in families. The revolution that the ?eld of algebraic geometry has undergone with the introd- tion of schemes, together with new ideas, techniques and viewpoints introduced by Mumford and others, have made it possible for us to understandthebehaviorofcurvesinwaysthatsimplywerenotpos- ble a half-century ago. This in turn has led, over the last few decades, to a burst of activity in the area, resolving long-standing problems and generating new and unforeseen results and questions. We hope to acquaint you both with these results and with the ideas that have made them possible. The book isn’t intended to be a de?nitive reference: the subject is developing too rapidly for that to be a feasible goal, even if we had the expertise necessary for the task. Our preference has been to - cus on examples and applications rather than on foundations. When discussing techniques we’ve chosen to sacri?ce proofs of some, even basic,results—particularlywherewecanprovideagoodreference— inordertoshowhowthemethodsareusedtostudymoduliofcurves. Likewise, we often prove results in special cases which we feel bring out the important ideas with a minimum of technical complication.

512.77 --- 511.33 --- Algebraic curves. Algebraic surfaces. Three-dimensional algebraic varieties --- Analytical and multiplicative number theory. Asymptotics. Sieves etc. --- Curves, Algebraic. --- Moduli theory. --- 511.33 Analytical and multiplicative number theory. Asymptotics. Sieves etc. --- 512.77 Algebraic curves. Algebraic surfaces. Three-dimensional algebraic varieties --- Moduli theory --- Mathematics. --- Algebraic geometry. --- Algebraic Geometry. --- Curves, Algebraic --- Theory of moduli --- Analytic spaces --- Functions of several complex variables --- Geometry, Algebraic --- Algebraic curves --- Algebraic varieties --- Analytical and multiplicative number theory. Asymptotics. Sieves etc --- Geometry, algebraic. --- Algebraic geometry --- Geometry

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"Fundamentals of Building Performance Simulation pares the theory and practice of a multi-disciplinary field to the essentials for classroom learning and real-world applications. Authored by a veteran educator and researcher, this textbook equips graduate students and emerging and established professionals in engineering and architecture to predict and optimize buildings' energy use. It employs an innovative pedagogical approach, introducing new concepts and skills through previously mastered ones and deepening understanding of familiar themes by means of new material. Covering topics from indoor airflow to the effects of the weather, the book's 19 chapters empower learners to: Understand the models and assumptions underlying popular BPS tools ; Compare models, simulations, and modelling tools and make appropriate selections ; Recognize the effects of modelling choices and input data on simulation predictions ; And more. Each subject is introduced without reference to particular modelling tools, while practice problems at the end of each chapter provide hands-on experience with the tools of the reader's choice. Curated reading lists orient beginners in a vast, cross-disciplinary literature, and the critical thinking skills stressed throughout prepare them to make contributions of their own. Fundamentals of Building Performance Simulation provides a much-needed resource for new and aspiring members of the building science community." [Publisher]

Buildings --- Constructions --- Performance --- Simulation methods. --- Performances --- Simulation, Méthodes de.

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