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1. Centering the museum : writings for the post-Covid age (: electronic bk)
Elaine Heumann Gurian
出版情報: Taylor & Francis eBooks  1 online resource (xxiv, 294 p.)
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2. The physics of low dimensional materials ((electronic bk.))
Frank J. Owens
出版情報: Singapore : World Scientific Publishing Co. Pte Ltd., 2018  1 online resource (170 p.)
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3. Naked genes : reinventing the human in the molecular age ((ebook) :)
Helga Nowotny and Giuseppe Testa ; translated by Mitch Cohen
出版情報: Cambridge, Mass. ; London : MIT Press, c2010  1 online resource (viii, 144 p.)
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目次情報: 続きを見る
Preface
The Visibility of the Genetic Future / 1：
The Geneticization of Achievement / 2：
Disputed Futures: Who Belongs to Whom? / 3：
Contested Futures: Everyday Experience and the Values Discourse / 4：
Shaping the Futures: Human Technologies of Standardization / 5：
Synthesizing the Future / 6：
The Future as Synthesis / 7：
Glossary
Notes
Index
Preface
The Visibility of the Genetic Future / 1：
The Geneticization of Achievement / 2：
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4. Quantum physics in one dimension ((ebook) :)
Thierry Giamarchi
出版情報: Oxford : Clarendon, 2004  1 online resource (xvi, 424 p.)
シリーズ名: The international series of monographs on physics ; 121
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5. Advanced statistical mechanics ((ebook) :)
Barry M. McCoy
出版情報: Oxford : Oxford University Press, 2010  1 online resource (xv, 624 p.)
シリーズ名: The international series of monographs on physics ; 146
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目次情報: 続きを見る
Basic Principles / 1：
Reductionism, Phenomena and Models / 2：
Stability, Existence and Uniqueness / 3：
Theorems on Order / 4：
Critical Phenomena and Scaling Theory / 5：
Mayer Virial Expansions and Groenevelt's Theorems / 6：
Ree-Hoover Virial Expansion and Hard Spheres / 7：
High Density Expansions / 8：
High Temperature Expansions for Magnets at H=0 / 9：
The Ising Model in Two Dimensions / 10：
Summary of Results
The Pfaffian Solution of the Ising Model / 11：
Ising Model Spontaneous Magnetization, Form Factors and Susceptibility / 12：
The Star-Triangle (Yang-Baxter) Equation / 13：
The Eight Vertex and XYZ models / 14：
The RSOS and the Chiral Potts models / 15：
Conclusion / 16：
Basic Principles / 1：
Reductionism, Phenomena and Models / 2：
Stability, Existence and Uniqueness / 3：
6.

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6. Elements of phase transitions and critical phenomena ((ebook) :)
Hidetoshi Nishimori, Gerardo Ortiz
出版情報: Oxford : Oxford University Press, c2011  1 online resource (xiii, 358 p.)
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7. Statistical physics of spin glasses and information processing : an introduction ((ebook) :)
Hidetoshi Nishimori
出版情報: Oxford : Oxford University Press, 2001  1 online resource (xii, 243 p.)
シリーズ名: The international series of monographs on physics ; 111
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8. Atomic and laser spectroscopy ((ebook) :)
Alan Corney
出版情報: Oxford : Clarendon, 1977  1 online resource (xvii, 763 p.)
シリーズ名: Oxford classic texts in the physical sciences
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目次情報: 続きを見る
Introduction / 1：
Review of Classical Electrodynamics / 2：
Review of Quantum Mechanics / 3：
The Spontaneous Emission of Radiation / 4：
Selection Rules for Electric Dipole Transitions / 5：
Measurement of Radiative Lifetimes of Atoms and Molecules / 6：
Forbidden Transitions and Metastable Atoms / 7：
The Width and Shape of Spectral Lines / 8：
The Absorption and Stimulated Emission of Radiation / 9：
Radiative Transfer and the Formation of Spectral Lines / 10：
Population Inversion Mechanisms in Gas Lasers / 11：
Resonant Modes of Optical Cavities / 12：
Saturation Characteristics and the Single-Frequency Operation of Gas Lasers / 13：
Turnable Dye Lasers and Atomic Spectroscopy / 14：
The Hanle Effect and the Theory of Resonance Flourescence Experiments / 15：
Optical Double Resonance Experiments / 16：
Optical Pumping Experiments / 17：
The Hyperfine Structure of Atoms and its Investigation by Magnetic Resonance Methods / 18：
Appendix
Introduction / 1：
Review of Classical Electrodynamics / 2：
Review of Quantum Mechanics / 3：
9.

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9. Semiclassical mechanics with molecular applications. Second edition ((ebook) :)
Mark S. Child
出版情報:   1 online resource (ix, 433 pages)
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目次情報: 続きを見る
Introduction / 1：
Classical and quantum mechanical structures / 1.1：
Historical perspectives / 1.2：
Scope and organization of the text / 1.3：
Phase integral approximations / 2：
The JWKB approximation / 2.1：
Turning point behaviour / 2.2：
Uniform approximations / 2.3：
Higher-order phase integral approximations / 2.4：
Problems / 2.5：
Quantization / 3：
Bohr-Sommerfeld quantization / 3.1：
Semiclassical connection formulae / 3.2：
Double minimum potentials and inversion doubling / 3.3：
Restricted rotation / 3.4：
Shape resonances or tunnelling predissociation / 3.5：
Predissociation by curve crossing / 3.6：
Angle-action variables / 3.7：
The linear oscillator / 4.1：
The degenerate harmonic oscillator / 4.2：
Angular momentum / 4.3：
The hydrogen atom / 4.4：
Symmetric and asymmetric tops / 4.5：
Quantum monodromy / 4.6：
Matrix elements / 4.7：
Semiclassical normalization / 5.1：
Matrix elements and Fourier components: the Heisenberg correspondence / 5.2：
Franck-Condori and curve-crossing matrix elements / 5.3：
Matrix elements for non-curve-crossing situations / 5.4：
Semiclassical inversion methods / 5.5：
The RKR method / 6.1：
Inversion of predissociation linewidth and intensity data / 6.2：
LeRoy-Bernstein extrapolation to dissociation limits / 6.3：
Inversion of elastic scattering data / 6.4：
Non-separable bound motion / 6.5：
Phase space structures / 7.1：
Einstein-Brillouin-Keller quantization / 7.2：
Uniform quantization at a resonance / 7.3：
Fourier representation of the torus / 7.4：
Classical perturbation theory / 7.5：
Adiabatic switching / 7.6：
Periodic orbit quantization / 7.7：
Wavepackets / 7.8：
The free-motion Gaussian wavepacket / 8.1：
Gaussian wavepackets and coherent harmonic oscillator states / 8.2：
Seeded Gaussian wavefunctions and spectral quantization / 8.3：
Franck-Condon transitions / 8.4：
The Herman- Kluk propagator / 8.5：
Atom-atom scattering / 8.6：
The classical and quantum mechanical limits / 9.1：
Rainbow scattering and diffraction oscillations / 9.2：
The integral cross-section / 9.3：
Two-state non-adiabatic transitions / 9.4：
The classical S matrix / 9.5：
The integral representation / 10.4：
Stationary phase and uniform approximations / 10.2：
Classically forbidden events / 10.3：
Rotational rainbows and higher interference structures / 40.2：
Condon reflection principles
Reactive scattering / 10.6：
Definitions and working identities / 11.1：
Nearside-farside interpretation of differential cross-sections / 11.2：
The influence of geometric phase on reactive scattering / 11.3：
Instanton theory of deep tunnelling / 11.4：
Phase integral techniques / 11.5：
The Stokes phenomenon / A.1：
Isolated turning points / A.2：
Barrier penetration / A.3：
Curve crossing / A.4：
Uniform approximations and diffraction integrals / Appendix B：
The uniform Airy approximation / B.4：
Waves and catastrophes / B.2：
Higher catastrophe-based uniform approximations / B.3：
Non-generic uniform approximations: Bessel and harmonic approximations
Transformations in classical and quantum mechanics / Appendix C：
Classical and semiclassical transformations / C.1：
Energy-time and angle-action representations / C.2：
Dynamical transformations and the classical S matrix / C.3：
The semiclassical Green's function / C.4：
Angular momentum coupling coefficients / C.5：
The onset of chaos / Appendix D：
Breaking the separatrix / D.4：
Henon map and the separatrix algorithm / D.2：
Angle-action transformations / Appendix E：
Harmonic oscillator / E.1：
Morse oscillator / E.2：
Degenerate harmonic oscillator / E.3：
Hydrogen atom / E.4：
The monodromy matrix / Appendix F：
Solutions to problems / Appendix G：
Atom- atom scattering / G.1：
References / G.10：
Author index
Subject index
Introduction / 1：
Classical and quantum mechanical structures / 1.1：
Historical perspectives / 1.2：
10.

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10. Matroid theory. 2nd ed ((ebook) :)
James Oxley
出版情報: Oxford : Oxford University Press, 2011  1 online resource (xiii, 684 p.)
シリーズ名: Oxford graduate texts in mathematics ; 21
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目次情報: 続きを見る
Preliminaries
Basic definitions and examples / 1：
Independent sets and circuits / 1.1：
Bases / 1.2：
Rank / 1.3：
Closure / 1.4：
Geometric representations of matroids of small rank / 1.5：
Transversal matroids / 1.6：
The lattice of flats / 1.7：
The greedy algorithm / 1.8：
Duality / 2：
The definition and basic properties / 2.1：
Duals of representable matroids / 2.2：
Duals of graphic matroids / 2.3：
Duals of transversal matroids / 2.4：
Minors / 3：
Contraction / 3.1：
Minors of certain classes of matroids / 3.2：
The Scum Theorem, projection, and flats / 3.3：
Connectivity / 4：
Connectivity for graphs and matroids / 4.1：
Properties of matroid connectivity / 4.2：
More properties of connectivity / 4.3：
Graphic matroids / 5：
Representability / 5.1：
Duality in graphic matroids / 5.2：
Whitney's 2-Isomorphism Theorem / 5.3：
Series-parallel networks / 5.4：
Representable matroids / 6：
Projective geometries / 6.1：
Affine geometries / 6.2：
Different matroid representations / 6.3：
Constructing representations for matroids / 6.4：
Representability over finite fields / 6.5：
Regular matroids / 6.6：
Algebraic matroids / 6.7：
Characteristic sets and decidability / 6.8：
Modularity / 6.9：
Dowling geometries / 6.10：
Constructions / 7：
Series and parallel connection and 2-sums / 7.1：
Single-element extensions / 7.2：
Quotients and related operations / 7.3：
A non-commutative operation / 7.4：
Higher connectivity / 8：
Tutte's definition / 8.1：
Properties of the connectivity function / 8.2：
3-connected matroids and 2-sums / 8.3：
Wheels and whirls / 8.4：
Tutte's Linking Theorem and its applications / 8.5：
Matroid versus graph connectivity / 8.6：
Some extremal connectivity results / 8.7：
Tutte's Wheels-and-Whirls Theorem / 8.8：
Binary matroids / 9：
Characterizations / 9.1：
Circuit and cocircuit spaces / 9.2：
The operation of 3-sum / 9.3：
Other special properties / 9.4：
Excluded-minor theorems / 10：
The characterization of regular matroids / 10.1：
The characterization of ternary matroids / 10.2：
The characterization of graphic matroids / 10.3：
Further properties of regular and graphic matroids / 10.4：
Submodular functions and matroid union / 11：
Deriving matroids from submodular functions / 11.1：
The theorems of Hall and Rado / 11.2：
Matroid union and its applications / 11.3：
Amalgams and the generalized parallel connection / 11.4：
Generalizations of delta-wye exchange / 11.5：
The Splitter Theorem / 12：
The theorem and its proof / 12.1：
Applications of the Splitter Theorem / 12.2：
Variations on the Splitter Theorem / 12.3：
Seymour's Decomposition Theorem / 13：
Overview / 13.1：
Graphic, cographic, or a special minor / 13.2：
Blocking sequences / 13.3：
Research in representability and structure / 13.4：
The Well-Quasi-Ordering Conjecture for Matroids / 14.1：
Branch-width / 14.2：
Rota's Conjecture and the Well-Quasi-Ordering Conjecture / 14.3：
Algorithmic consequences / 14.4：
Intertwining / 14.5：
Inequivalent representations / 14.6：
Ternary matroids / 14.7：
Stabilizers / 14.8：
Unavoidable minors / 14.9：
Growth rates / 14.10：
Unsolved problems / 15：
Representability: linear and algebraic / 15.1：
Unimodal conjectures / 15.2：
Critical problems / 15.3：
From graphs to matroids / 15.4：
Enumeration / 15.5：
Gammoids and transversal matroids / 15.6：
Excluding a uniform matroid / 15.7：
Negative correlation / 15.8：
A miscellany / 15.9：
References
Appendix: Some interesting matroids
List of tables
Notation
Index
Preliminaries
Basic definitions and examples / 1：
Independent sets and circuits / 1.1：
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