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961por Dick, Rainer“…Once students have acquired an understanding of basic quantum mechanics and classical field theory, canonical field quantization is easy. …”
Publicado 2016
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962por Lobo, Francisco“…Based on Einstein's field equations, this cutting-edge research area explores the more far-fetched theoretical outcomes of General Relativity and relates them to quantum field theory. …”
Publicado 2017
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963por Ahmadi, Mehdi, Bruschi, David Edward, Sabín, Carlos, Adesso, Gerardo, Fuentes, Ivette“…To include and exploit these effects, we introduce techniques for the application of metrology to quantum field theory. Quantum field theory properly incorporates quantum theory and relativity, in particular, at regimes where space-based experiments take place. …”
Publicado 2014
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964“…Current “quantum” approaches in biology are still very basic and “corpuscular”, as these rely on a semi-classical and approximated view. We review important considerations of theory and experiments of the recent past in the field of condensed matter, water, physics of living systems, and biochemistry to join them by creating a consistent picture applicable for life sciences. …”
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965“…Topics covered include orbit theory, kinetic theory, fluid models, magnetohydrodynamics, MHD turbulence, instabilities, discontinuities, and magnetic reconnection. …”
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966Progress in Nano-Electro-Optics III: Industrial Applications and Dynamics of the Nano-Optical Systempor Ohtsu, Motoichi“…The first two volumes addressed the "Basics and Theory of Near Field Optics" (2002) and "Novel Devices and Atom Manipulation" (2003).…”
Publicado 2005
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967por Frè, Pietro Giuseppe“…Volume One is dedicated to the development of the theory and basic physical applications. It guides the reader from the foundation of special relativity to Einstein field equations, illustrating some basic applications in astrophysics. …”
Publicado 2013
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968por Merrill, Kathy D“…Expanding on the author’s pioneering work in the field, these lecture notes provide the tools and framework for using GMRAs to extend results from classical wavelet analysis to a more general setting. …”
Publicado 2018
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969por Penrose, RogerTabla de Contenidos: “…The roots of science -- An ancient theorem and a modern question -- Kinds of number in the physical world -- Magical complex numbers -- Geometry of logarithms, powers, and roots -- Real-number calculus -- Complex-number calculus -- Riemann surfaces and complex mappings -- Fourier decomposition and hyperfunctions -- Surfaces -- Hypercomplex numbers -- Manifolds of n dimensions -- Symmetry groups -- Calculus on manifolds -- Fibre bundles and gauge connections -- The ladder of infinity -- Spacetime -- Minkowskian geometry -- The classical fields of Maxwell and Einstein -- Lagrangians and Hamiltonians -- The quantum particle -- Quantum algebra, geometry, and spin -- The entangled quantum world -- Dirac's electron and antiparticles -- The standard model of particle physics -- Quantum field theory -- The Big Bang and its thermodynamic legacy -- Speculative theories of the early universe -- The measurement paradox -- Gravity's role in quantum state reduction -- Supersymmetry, supra-dimensionality, and strings -- Einstein's narrower path: loop variables -- More radical perspectives: twistor theory -- Where lies the road to reality?…”
Publicado 2004
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970“…The conference was dedicated to Károly Bezdek and Egon Schulte on the occasion of their 60th birthdays, acknowledging their highly regarded contributions in these fields. While the classical problems of discrete geometry have a strong connection to geometric analysis, coding theory, symmetry groups, and number theory, their connection to combinatorics and optimization has become of particular importance. …”
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971por Ledet, Arne“…The advantage of considering Brauer type embedding problems is their comparatively simple condition for solvability in the form of an obstruction in the Brauer group of the ground field. This book presupposes knowledge of classical Galois theory and the attendant algebra. …”
Publicado 2005
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972“…This amplification, which can be quantified by a linear correction to the classical mean field theory of balanced networks, explains several response properties observed in cortical recordings and provides fundamental insights into the relationship between connectivity structure and neural responses in cortical circuits.…”
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973“…Accordingly, the main focus is on expressing the similarities with, and differences from, the classical theory of one complex variable. The result is an elementary yet comprehensive introduction to the algebra, geometry and analysis of bicomplex numbers. …”
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974por Frigerio, Roberto“…The book can be used as a source for research projects for master's students, as a thorough introduction to the field for graduate students, and as a valuable landmark text for researchers, providing both the details of the theory of bounded cohomology and links of the theory to other closely related areas. …”
Publicado 2017
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975“…Random matrix theory is a wide and growing field with a variety of concepts, results, and techniques and a vast range of applications in mathematics and the related sciences. …”
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976por Afanasiev, G. N“…An acquaintance with the three volumes of the Landau and Lifshitz course (Quantum Mechanics, Classical Field Theory and Macroscopic Electrodynamics) is sufficient for understanding the text.…”
Publicado 2005
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977por Kennedy, Robert E“…In a single year, 1905, Einstein produced breakthrough works in three areas of physics: on the size and the effects of atoms; on the quantization of the electromagnetic field; and on the special theory of relativity. In 1916 he produced a fourth breakthrough work, the general theory of relativity. …”
Publicado 2012
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978por Beck, József“…Care is taken to elaborate difficult proofs by motivating major steps and accompanying them with background explanations, enabling the reader to learn the theory and relevant techniques. Written by one of the acknowledged experts in the field, Probabilistic Diophantine Approximation is presented in a clear and informal style with sufficient detail to appeal to both advanced students and researchers in number theory.…”
Publicado 2014
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979“…Representation theory of big groups is an important and quickly developing part of modern mathematics, giving rise to a variety of important applications in probability and mathematical physics. …”
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980por Paar, Hans P“…An Introduction to Advanced Quantum Physics presents important concepts from classical mechanics, electricity and magnetism, statistical physics, and quantum physics brought together to discuss the interaction of radiation and matter, selection rules, symmetries and conservation laws, scattering, relativistic quantum mechanics, apparent paradoxes, elementary quantum field theory, electromagnetic and weak interactions, and much more. …”
Publicado 2010
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