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This book presents emerging work in the co-evolving fields of design-led systemics, referred to as systemic design to distinguish it from the engineering and hard science epistemologies of system design or systems engineering.
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This book constitutes the proceedings of the Third International Conference on Space Information Networks, SINC 2018, held in Changchun, China, in August 2018. The 17 full and 7 short papers presented in this volume were carefully reviewed and selected from 140 submissions.
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This book focuses on the integration of air conditioning and heating as a form of demand response into modern power system operation and planning.
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This book presents a universal and robust relaxation estimation method (RELAX), and introduces its basic principles and applications in the fields of classical line spectrum estimation, time of delay estimation, DOA estimation, and radar target imaging.
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This book presents revised selected papers from the 15th International... Læs mere
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This issue represents a broad synopsis of the past, present and future of electronic publishing. The contributors... Læs mere
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This book analyses interest group communication strategies in parliamentary political systems, and considers how political uncertainty, which emerges from the political process, shapes interest group communication strategies.
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Planning and operation problems for different clean solutions, such as market bidding strategies for intermittent energy producers, demand side... Læs mere
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The culmination of the book is a call to action, to join what one might call the “OM Movement”—bringing the best minds in the world together to create solutions to world issues so that we can all live together in harmony.
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This course-based text revisits classic concepts in nonlinear circuit theory from a very much introductory point of view: the presentation is completely self-contained and does not assume any prior knowledge of circuit theory.
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Chapters 2 and 3 on group theory and rings, respectively, are included because of their important relation to linear algebra, the group of invertible linear maps (or matrices) and the ring of linear maps of a vector space.