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Wang J: Quantitative Depth Profiling And
Diffusion In Thin Films

Quantitative Depth Profiling And Diffusion In Thin Films

Advances in Quantum Chemistry

Recent developments of molecular electronic structure theory: Volume 91

"The quantum Hall effect (QHE) is a fundamental phenomenon that occurs in a two-dimensional electron gas (2DEG) at low temperature and in the presence of a strong magnetic field. It has various applications in the fields like metrology and topological quantum computers. It also provides an extremely precise and independent determination of the fine-structure constant-a quantity of fundamental importance in quantum electrodynamics. This book attempts to present concepts of QHE to undergraduate and graduate students, post-doctoral researchers, and teachers taking advanced courses on condensed matter physics. The author has tried to integrate all the important concepts of QHE like graphene, the connection between topology and condensed matter physics, the prospects of next-generation storage devices based on the manipulation of spins (spintronic) and present them in a lucid manner. It offers the advantage of providing a pedagogical presentation to help students with some intermediate steps in derivation. The book starts with an introduction to the experimental discovery of the QHE that segues into the basics of 2DEG in a magnetic field. The physics of the Landau levels, their properties, and their relevance to the integer QHE are discussed. The importance of conduction and its connection to topological insulators is also emphasised. At a pedagogical level, concepts like linear response theory, Kubo formula, and topological invariance are explained and their relations to the understanding of QHE, graphene, its symmetries and its relevance as a quantum Hall insulator are also covered. It ends with an explanation of the role of interparticle interactions to explain fractional QHE with the help of topics such as the Laughlin wave function, fractional charge and statistics, and non-abelian anyons"--

The First Topological Insulator

Quantum Hall Effect

Radon Series on Computational and Applied Mathematics

Hilbert Space Methods for the Theory of Electromagnetism

Maxwell’s Equations

This comprehensive book explores spinel and inverse spinel ferrites, focusing on their synthesis methods, structural characteristics, magnetic properties, and diverse applications. It offers a valuable resource for understanding how these materials are transforming fields such as electronics, energy conversion, and environmental management.

Theoretical and Technological Advances

Spinel and Inverse Spinel Ferrites

De Gruyter Studies in Mathematics

Orthogonal Polynomials

De Gruyter Studies in Mathematical Physics

Mirror symmetry is one of the most exciting ideas in mathematics to emerge in the last two decades. It was introduced in physics as a duality between superconformal field theories. This book discusses this rapidly developing aspect of string theory.

Laurent Polynomials in Mirror Symmetry

Advances in Biogerontology

Redox Signaling in Wound Healing in Elderly Populations: Clinical Approach, Part 2: Volume 3

A Snapshot of Molecular Electronic Structure Theory and its Applications: Volume 92

This monograph is intended to provide an overview on the achievements in the field of flexoelectricity. Flexoelectricity is a fundamental property of condensed matter, with significant potential for further scientific study, and is highly promising to many applied activities.Organized by the type of condensed matter considered -- solid, soft and living -- for detailed comparison and analysis, the focus is on the fundamentals of the topic, on experimental methods applied over the years to determine flexoelectric coefficients, as well as on reviewing different and even controversial approaches, all of which could provoke an examination of the subject with fresh eyes.

Flexoelectricity In Solid, Soft And Living Matter

Correlated-electron systems offer a unique playground for discovering and studying new quantum states of matter, at the crossway between itinerant quantum magnetism and unconventional superconductivity. The understanding of their basic properties, although needing experimental environments which cannot be transposed at industrial scales, will surely benefit within mid- and long-term perspectives to future revolutionary applications in the domains of applied physics, micro and nano-electronics, energetics.As textbook examples of quantum magnets and unconventional superconductors, heavy-fermion compounds offer a fertile ground for testing new concepts in condensed matter. Quantum magnetic phase transitions can be easily tuned experimentally, leading to a large variety of electronic ground states, from a heavy Fermi liquid to long-range magnetic-order and unconventional superconducting phases. This book written by William Knafo, an expert in correlated-electron physics, proposes a systematic and thorough review on the experimental advances in the study of magnetism in heavy-fermion metals over the last decades. The phase diagrams of these quantum materials under multiple sets of tuning parameters, the questions of the dual localized-itinerant nature of the f-electrons and of the critical role of magnetic fluctuations, in relation with nearby quantum magnetic phase transitions and the stabilization of superconductivity, are carefully addressed.

Magnetism Of Heavy-fermion Metals

Chapman & Hall/CRC Monographs and Research Notes in Mathematics

This book explores the underlying concepts, physics and mathematics of wave scattering and wave field structures and self-consistently introduces a range of topics in scalar acoustics and quantum and vector electromagnetic scattering.

Theory and Applications

Scattering of Waves

Selected Topics

Quantum Modelling of Economic and Financial Systems

Quantitative Depth Profiling And Diffusion In Thin Films

Informations bibliographiques

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Informations bibliographiques

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