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Symmetry breaking and quantum correlations in finite systems
Category :Cluster Physics
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Symmetry breaking and quantum correlations in finite
systems: studies of quantum dots and ultracold Bose
gases and related nuclear and chemical methods. |
Dissociation, fragmentation and fission of simple metal clusters
Category :Cluster Physics
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This pedagogical review presents the Shell Correction Method (SCM) and variants thereof, appropriate for describing shape deformations and electronic shell effects, energetics and decay pathways of me . . . . . |
Shell-correction and orbital-free density-functional methods for finite systems
Category :Density Functional Theory
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Orbital-free (OF) methods promise significant speed-up of computations based on density functional theory (DFT). In this field, the development of accurate kinetic-energy density functionals remains a . . . . . |
Understanding glassy phenomena in materials
Category :Ferroelectricity
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A basis for understanding and modelling glassy behaviour in martensitic alloys and relaxor ferroelectrics is discussed from the perspective of spin glasses. |
Interactions in Quantum Fluids
Category :Fermi Liquids
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In these notes I review the basic concepts of the effects of interactions on quantum particles. I focuss here mostly on the case of fermions, but several aspects of interacting bosons are mentioned as . . . . . |
Hepatology 2010
Category :Hepatology
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| Contents: The Basics; Hepatitis B and D; Hepatitis C; Coinfections; Liver fibrosis; Hepatocellular Carcinoma; Liver transplantation; Autoimmune and metabolic liver disease. |
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Electromechanical Dynamics
Category :Electromechanics
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145
| First published in 1968 by John Wiley and Sons, Inc., Electromechanical Dynamics discusses the interaction of electromagnetic fields with media in motion. The subject combines classical mechanics and . . . . . |
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An informal introduction to the ideas and concepts of noncommutative geometry
Category :Noncommutative Geometry
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This informal introduction is an extended version of a three hours lecture given at the 6th Peyresq meeting ``Integrable systems and quantum field theory''. In this lecture, we make an overview of som . . . . . |
Document Image Analysis
Category :Computer Vision
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Contents:What is a Document Image and What Do We Do With It?; Preparing the Document Image; Finding Appropriate Features; Recognizing Components of Text Documents; Recognizing Components of Graphics D . . . . . |
MACHINE VISION
Category :Computer Vision
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| The field of machine vision, or computer vision, has been growing at a fast pace. As in most fast-developing fields, not all aspects of machine vision that are of interest to active researchers are us . . . . . |
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Multiscale Simulation Methods in Molecular Sciences
Category :Biological Physics
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133
| Contents: Methodological Foundations; Multiscale Simulation Methods for Solids and Materials; Multiscale Simulation Methods for Soft Matter and Biological Systems; Numerical Methods and Parallel Co . . . . . |
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Foundations of Computer Science
Category :Theory of Computation
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287
| Contents: Computer Science: The Mechanization of Abstraction; Iteration, Induction, and Recursion; The Running Time of Programs; Combinatorics and Probability; The Tree Data Model; The List Data Model . . . . . |
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Introduction to Quantum Integrability
Category :Integrable Systems
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In this article we review the basic concepts regarding quantum integrability. Special emphasis is given on the algebraic content of integrable models. The associated algebras are essentially descr . . . . . |
Particle Physics Aspects of Modern Cosmology
Category :Cosmology
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Modern cosmology has created a tight link between particle physics / field theory and a wealth of new observational data on the structure of the Universe. These lecture notes focus on some of the most . . . . . |
A Brief Introduction to Particle Interactions
Category :Particle Physics
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I give a brief introduction to particle interactions based on representations of Poincare Lie algebra. This is later generalized to interactions based on representations of the supersymmetry Lie algeb . . . . . |
