Alexei Morozov – författare

A concise and practical guide to succeeding in the undergraduate engineering capstone design project In Engineering Capstone Design Project: Planning, Organizing, and Executing, a team of accomplished engineers delivers a practical guide for engineering students undertaking their capstone design project course in the final year of their bachelor program. It covers two aspects of the capstone course: planning and the design process. You’ll explore how to organize your team, manage and develop your project, and communicate with clients, advisors, suppliers, and manufacturers. You’ll also discover a detailed, step-by-step approach to the design process following the milestones and requirements of engineering capstone design courses. The book focuses on the process of mechanical engineering design but also includes material covering electrical, chemical, biomedical, and control systems engineering design. It also offers several illustrative case studies of successful capstone design projects completed at McGill University. Readers will also find: A thorough introduction to the principles of organization of capstone design courses, including learning attributes and grade attributionComprehensive step-by-step instructions to the design processUseful case studies from academic, industrial, and McGill student design competition capstone projects Examples and anecdotes drawn from the authorial team’s extensive professional and academic experience in engineering design and project advicePerfect for undergraduate students taking the capstone mechanical engineering project course, Engineering Capstone Design Project: Planning, Organizing, and Executing will also benefit students of other engineering design courses seeking a clear, step-by-step approach to the design process.

The current demand for the development of techniques for controlled genetic manipulations is driven by the anatomical and physiological complexity of the brain and by the need for experimental models that can address this complexity through selective manipulation of defined components of the system: specific neuronal populations or selected synapses.  In Controlled Genetic Manipulations, expert researchers present detailed chapters to supply basic technical information about controlled genetic manipulations and to provide examples of creative implementation of this methodology when addressing a unique biological problem. Some chapters of the book describe the most recent developments in the basic methodology, which includes use of Cre-recombinase, methods for delivery of genetic material into the brain and the use of optogenetics, whereas other chapters focus on applying these techniques to addressing particular biological questions like structural and functional mapping of neuronal circuits, analysis of specific synaptic connections, modeling or gene therapy of neurological disorders.  As part of the Neuromethods series, chapters include key implementation advice that is crucial for getting optimal results. Authoritative and practical, Controlled Genetic Manipulations serves as a valuable guide to a variety of techniques, provided by many of the pioneers of the approaches.

The current demand for the development of techniques for controlled genetic manipulations is driven by the anatomical and physiological complexity of the brain and by the need for experimental models that can address this complexity through selective manipulation of defined components of the system: specific neuronal populations or selected synapses.  In Controlled Genetic Manipulations, expert researchers present detailed chapters to supply basic technical information about controlled genetic manipulations and to provide examples of creative implementation of this methodology when addressing a unique biological problem. Some chapters of the book describe the most recent developments in the basic methodology, which includes use of Cre-recombinase, methods for delivery of genetic material into the brain and the use of optogenetics, whereas other chapters focus on applying these techniques to addressing particular biological questions like structural and functional mapping of neuronal circuits, analysis of specific synaptic connections, modeling or gene therapy of neurological disorders.  As part of the Neuromethods series, chapters include key implementation advice that is crucial for getting optimal results. Authoritative and practical, Controlled Genetic Manipulations serves as a valuable guide to a variety of techniques, provided by many of the pioneers of the approaches.

This is a collection of papers on a variety of topics of current interest in mathematical physics: integrable systems, quantum groups, topological quantum theory, string theory. Some of the contributions are lengthy reviews of lasting value on subjects like symplectic geometry of the Chern-Simons theory or on mirror symmetry. The book addresses graduate students as well as researchers in mathematical physics.

This book is devoted to the structure of the Mandelbrot set — a remarkable and important feature of modern theoretical physics, related to chaos and fractals and simultaneously to analytical functions, Riemann surfaces, phase transitions and string theory. The Mandelbrot set is one of the bridges connecting the world of chaos and order.The authors restrict consideration to discrete dynamics of a single variable. This restriction preserves the most essential properties of the subject, but drastically simplifies computer simulations and the mathematical formalism.The coverage includes a basic description of the structure of the set of orbits and pre-orbits associated with any map of an analytic space into itself. A detailed study of the space of orbits (the algebraic Julia set) as a whole, together with related attributes, is provided. Also covered are: moduli space in the space of maps and the classification problem for analytic maps, the relation of the moduli space to the bifurcations (topology changes) of the set of orbits, a combinatorial description of the moduli space (Mandelbrot and secondary Mandelbrot sets) and the corresponding invariants (discriminants and resultants), and the construction of the universal discriminant of analytic functions in terms of series coefficients. The book concludes by solving the case of the quadratic map using the theory and methods discussed earlier.