Supersymmetry is a highly active area of considerable interest among physicists and mathematicians. It is not only fascinating in its own right, but there is also indication that it plays a fundamental role in the physics of elementary particles and gravitation. The purpose of the book is to lay down the foundations of the subject, providing the reader with a comprehensive introduction to the language and techniques, as well as detailed proofs and many clarifying examples. This book is aimed ideally at second-year graduate students. After the first three introductory chapters, the text is divided into two parts: the theory of smooth supermanifolds and Lie supergroups, including the Frobenius theorem, and the theory of algebraic superschemes and supergroups. There are three appendices. The first introduces Lie superalgebras and representations of classical Lie superalgebras, the second collects some relevant facts on categories, sheafification of functors and commutative algebra, and the third explains the notion of Frechet space in the super context.
Dramatically improve the decisions you make every day using insights from the latest neuroscience We make hundreds of decisions daily, from small ones – such as what to wear today and how to drive to work – to big ones – such as the company strategy and whether to launch a restructuring program that may impact thousands of people. In business, studies suggest that company executives spend 40% of their time making decisions and that the effectiveness of their decisions largely drives the results of the companies that they lead. In Super Deciders: The Science and Practice of Decision-Making in Dynamic and Uncertain Times, a team of renown researchers and business advisors deliver an application of the latest advances in neuroscience to effectively making the most difficult decisions, those we make in dynamic environments, in situations of uncertainty when we need to predict outcomes, we’re missing relevant information, time is scarce, and the environment is constantly changing. The book is written in three parts. In the first part, the book offers a practical framework for making effective decisions under uncertainty. In the second part, the book discusses approaches to effectively implement those decisions, thus managing change at every level, from the individual to the organizational. Finally, the book develops suggestions on how leaders can diagnose and improve – in themselves and in the people they lead – the cognitive abilities relevant to decision-making. You’ll also find: An enlightening business narrative detailing the journey of a fictional leader of an international travel operator named Inuk. Six cases that put you into real-life situations of making difficult decisions and that help you assess your decision-making effectiveness. An accessible and fun introduction to the neuroscience of decision-making. Ideal for managers, executives, directors, and other business leaders, Super Deciders is a can’t-miss decision-making playbook that you’ve been waiting for.
This 2nd edition of Critical care nephrology continues to provide comprehensive coverage of the latest advances in critical care procedures for the adult or pediatric patient with renal diseases or disorders. It presents a common language and standardized guidelines to help multi-disciplinary physicians caring for the critically ill communicate more effectively. "--BOOK JACKET.
Supersymmetry is a highly active area of considerable interest among physicists and mathematicians. It is not only fascinating in its own right, but there is also indication that it plays a fundamental role in the physics of elementary particles and gravitation. The purpose of the book is to lay down the foundations of the subject, providing the reader with a comprehensive introduction to the language and techniques, as well as detailed proofs and many clarifying examples. This book is aimed ideally at second-year graduate students. After the first three introductory chapters, the text is divided into two parts: the theory of smooth supermanifolds and Lie supergroups, including the Frobenius theorem, and the theory of algebraic superschemes and supergroups. There are three appendices. The first introduces Lie superalgebras and representations of classical Lie superalgebras, the second collects some relevant facts on categories, sheafification of functors and commutative algebra, and the third explains the notion of Frechet space in the super context.
Supersymmetry is a highly active area of considerable interest among physicists and mathematicians. It is not only fascinating in its own right, but there is also indication that it plays a fundamental role in the physics of elementary particles and gravitation. The purpose of the book is to lay down the foundations of the subject, providing the reader with a comprehensive introduction to the language and techniques, with a special attention to giving detailed proofs and many clarifying examples. It is aimed ideally at a second year graduate student. After the first three introductory chapters, the text divides into two parts: the theory of smooth supermanifolds and Lie supergroups, including the Frobenius theorem, and the theory of algebraic superschemes and supergroups. There are three appendices, the first introducing Lie superalgebras and representations of classical Lie superalgebras, the second collecting some relevant facts on categories, sheafification of functors and commutative algebra, and the third explaining the notion of Fréchet space in the super context.
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