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1.

図書

図書
大鹿讓,金野正共著
出版情報: 東京 : 共立出版, 1974-1978  2冊 ; 22cm
シリーズ名: 共立物理学講座 ; 14-15
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2.

図書

図書
Sho Sugiura
出版情報: Singapore : Springer, c2017  xii, 73 p. ; 25 cm
シリーズ名: Springer theses : recognizing outstanding Ph. D. research
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3.

図書

図書
Yasunori Nomura, Bill Poirier, John Terning
出版情報: Cham, Switzerland : Springer, c2018  xiv, 212 p. ; 29 cm
シリーズ名: Multiversal journeys / Farzad Nekoogar, founding editor
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4.

図書

図書
Y. Ohnuki, S. Kamefuchi
出版情報: [Tokyo] : University of Tokyo Press , Berlin : Springer-Verlag, 1982  xiv, 489 p. ; 24 cm
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5.

図書

図書
Tapio Simura
出版情報: San Rafael, CA : Morgan & Claypool, c2019  1 v. (various pagings) ; 26 cm
シリーズ名: IOP concise physics
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6.

図書

図書
Lawrence P. Horwitz, Rafael I. Arshansky
出版情報: San Rafael, CA : Morgan & Claypool, c2018  1 v. (various pagings) ; 26 cm
シリーズ名: IOP concise physics
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7.

図書

図書
ブァン・ブレック[著] ; 小谷正雄, 神戸謙次郎共訳
出版情報: 京都 : 吉岡書店, 1958  iv, 424p ; 22cm
シリーズ名: 物理学叢書 / 小谷正雄 [ほか] 編 ; 10
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8.

図書

図書
ハイセンベルク著 ; 玉木英彦[ほか]訳
出版情報: 東京 : みすず書房, 1973  136p ; 21cm
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9.

図書

図書
シッフ著 ; 井上健訳
出版情報: 京都 : 吉岡書店, 1961.4  冊 ; 22cm
シリーズ名: 物理学叢書 / 小谷正雄 [ほか] 編 ; 9
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10.

図書

図書
武藤俊之助著
出版情報: 東京 : 共立出版, 1952-1964  冊 ; 19cm
シリーズ名: 共立全書 ; 28, 150, 153
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11.

図書

図書
数理科学編集室企画・編集
出版情報: 東京 : サイエンス社, 1991.4  168 p. ; 26 cm
シリーズ名: 別冊数理科学
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12.

図書

図書
by Garrett Birkhoff
出版情報: Providence, R.I. : American Mathematical Society, 1967  vi, 418 p. ; 26 cm
シリーズ名: Colloquium publications / American Mathematical Society ; v. 25
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13.

図書

図書
数理科学編集部企画・編集 ; [池田研介ほか著]
出版情報: 東京 : サイエンス社, 2000.4  224p ; 26cm
シリーズ名: 別冊数理科学
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14.

図書

図書
editor, Michael Bonitz ; with the assistance of Renate Nareyka & Dirk Semkat
出版情報: Singapore : World Scientific, c2000  xiv, 564 p. ; 23 cm
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15.

図書

図書
Sergei V. Ketov
出版情報: Singapore : World Scientific, c1995  xiv, 486 p. ; 23 cm
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16.

図書

図書
by H. Umezawa
出版情報: Amsterdam : North-Holland Publishing Co , New York : sole agency for U.S.A., Interscience Pub., 1956  xiv, 364 p. ; 23 cm
シリーズ名: Series in physics
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17.

図書

図書
M.J. Ablowitz and P.A. Clarkson
出版情報: Cambridge : Cambridge University Press, 1991  xii, 516 p. ; 23 cm
シリーズ名: London Mathematical Society lecture note series ; 149
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目次情報: 続きを見る
Introduction / 1:
Inverse scattering for the Korteweg-de Vries equation / 2:
General inverse scattering in one dimension / 3:
Inverse scattering for integro-differential equations / 4:
Inverse scattering in two dimensions / 5:
Inverse scattering in multidimensions / 6:
The Painleve equations / 7:
Discussion and open problems / 8:
Remarks on Riemann-Hilbert problems / Appendix A:
Remarks on problems / Appendix B:
References
Subject index
Author index
Introduction / 1:
Inverse scattering for the Korteweg-de Vries equation / 2:
General inverse scattering in one dimension / 3:
18.

図書

図書
managing editor, L. Accardi ; editorial board, A. Frigerio ... [et al.]
出版情報: Singapore : World Scientific, c1991-  v. ; 23 cm
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19.

図書

図書
editors, W. Nahm ... [et al.]
出版情報: Singapore : World Scientific, c1991  ix, 171 p. ; 22 cm
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20.

図書

図書
by E.M. Corson
出版情報: London ; Glasgow : Blackie & Son, 1951 , New York : Hafner  xi, 308 p. ; 27 cm
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21.

図書

図書
edited by M. Shifman
出版情報: Singapore : World Scientific, c1994  xi, 488 p. ; 26 cm
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22.

図書

図書
von E. Schrödinger
出版情報: Berlin : Akademie der Wissenschaften in Kommission bei W. de Gruyter, 1930  13 p. ; 26 cm
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23.

図書

図書
Daniel R. Bes
出版情報: Heidelberg : Springer, c2012  xxii, 297 p. ; 24 cm
シリーズ名: Graduate texts in physics
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24.

図書

図書
Hans Lüth
出版情報: Heidelberg : Springer, c2013  xii, 466 p. ; 25 cm
シリーズ名: Graduate texts in physics
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25.

図書

図書
数理科学編集部企画・編集 ; [江沢洋ほか著]
出版情報: 東京 : サイエンス社, 2001.4  216p ; 26cm
シリーズ名: 別冊数理科学
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26.

図書

図書
David K. Ferry
出版情報: Bristol [UK] ; Philadelphia : Institute of Physics Pub., c1995  x, 345 p. ; 24 cm
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目次情報: 続きを見る
Preface to the first edition
Preface to the second edition
Waves and particles / 1:
Introduction / 1.1:
Light as particles--the photoelectric effect / 1.2:
Electrons as waves / 1.3:
Position and momentum / 1.4:
Expectation of the position / 1.4.1:
Momentum / 1.4.2:
Non-commuting operators / 1.4.3:
Returning to temporal behaviour / 1.4.4:
Summary / 1.5:
References
Problems
The Schrodinger equation / 2:
Waves and the differential equation / 2.1:
Density and current / 2.2:
Some simple cases / 2.3:
The free particle / 2.3.1:
A potential step / 2.3.2:
The infinite potential well / 2.4:
The finite potential well / 2.5:
The triangular well / 2.6:
Coupled potential wells / 2.7:
The time variation again / 2.8:
The Ehrenfest theorem / 2.8.1:
Propagators and Green's functions / 2.8.2:
Numerical solution of the Schrodinger equation / 2.9:
Tunnelling / 3:
The tunnel barrier / 3.1:
The simple rectangular barrier / 3.1.1:
The tunnelling probability / 3.1.2:
A more complex barrier / 3.2:
The double barrier / 3.3:
Simple, equal barriers / 3.3.1:
The unequal-barrier case / 3.3.2:
Shape of the resonance / 3.3.3:
Approximation methods--the WKB method / 3.4:
Bound states of a general potential / 3.4.1:
Tunnelling devices / 3.4.2:
A current formulation / 3.5.1:
The p-n junction diode / 3.5.2:
The resonant tunnelling diode / 3.5.3:
Resonant interband tunnelling / 3.5.4:
Self-consistent simulations / 3.5.5:
The Landauer formula / 3.6:
Periodic potentials / 3.7:
Velocity / 3.7.1:
Superlattices / 3.7.2:
Single-electron tunnelling / 3.8:
Bloch oscillations / 3.8.1:
The double-barrier quantum dot / 3.8.2:
The harmonic oscillator / 4:
Hermite polynomials / 4.1:
The generating function / 4.2:
Motion of the wave packet / 4.3:
A simpler approach with operators / 4.4:
Quantizing the LC-circuit / 4.5:
The vibrating lattice / 4.6:
Motion in a quantizing magnetic field / 4.7:
Connection with semi-classical orbits / 4.7.1:
Adding lateral confinement / 4.7.2:
The quantum Hall effect / 4.7.3:
Basis functions, operators, and quantum dynamics / 5:
Position and momentum representation / 5.1:
Some operator properties / 5.2:
Time-varying expectations / 5.2.1:
Hermitian operators / 5.2.2:
On commutation relations / 5.2.3:
Linear vector spaces / 5.3:
Some matrix properties / 5.3.1:
The eigenvalue problem / 5.3.2:
Dirac notation / 5.3.3:
Fundamental quantum postulates / 5.4:
Translation operators / 5.4.1:
Discretization and superlattices / 5.4.2:
Time as a translation operator / 5.4.3:
Canonical quantization / 5.4.4:
Stationary perturbation theory / 6:
The perturbation series / 6.1:
Some examples of perturbation theory / 6.2:
The Stark effect in a potential well / 6.2.1:
The shifted harmonic oscillator / 6.2.2:
Multiple quantum wells / 6.2.3:
Coulomb scattering / 6.2.4:
An alternative technique--the variational method / 6.3:
Time-dependent perturbation theory / 7:
Electron-phonon scattering / 7.1:
The interaction representation / 7.3:
Exponential decay and uncertainty / 7.4:
A scattering-state basis--the T-matrix / 7.5:
The Lippmann-Schwinger equation / 7.5.1:
Coulomb scattering again / 7.5.2:
Orthogonality of the scattering states / 7.5.3:
Motion in centrally symmetric potentials / 8:
The two-dimensional harmonic oscillator / 8.1:
Rectangular coordinates / 8.1.1:
Polar coordinates / 8.1.2:
Splitting the angular momentum states with a magnetic field / 8.1.3:
Spectroscopy of a harmonic oscillator / 8.1.4:
The hydrogen atom / 8.2:
The radial equation / 8.2.1:
Angular solutions / 8.2.2:
Angular momentum / 8.2.3:
Atomic energy levels / 8.3:
The Fermi-Thomas model / 8.3.1:
The Hartree self-consistent potential / 8.3.2:
Corrections to the centrally symmetric potential / 8.3.3:
The covalent bond in semiconductors / 8.3.4:
Hydrogenic impurities in semiconductors / 8.4:
Electrons and anti-symmetry / 9:
Symmetric and anti-symmetric wave functions / 9.1:
Spin angular momentum / 9.2:
Systems of identical particles / 9.3:
Fermion creation and annihilation operators / 9.4:
Field operators / 9.5:
Connection with the many-electron formulation / 9.5.1:
Quantization of the Hamiltonian / 9.5.2:
The two-electron wave function / 9.5.3:
The homogeneous electron gas / 9.5.4:
The Green's function / 9.6:
The equations of motion / 9.6.1:
The Hartree approximation / 9.6.2:
Connection with perturbation theory / 9.6.3:
Dyson's equation / 9.6.4:
The self-energy / 9.6.5:
Solutions to selected problems
Index
Preface to the first edition
Preface to the second edition
Waves and particles / 1:
27.

図書

図書
Serge Haroche, Jean-Michel Raimond
出版情報: Oxford : Oxford University Press, c2006  x, 605 p. ; 26 cm
シリーズ名: Oxford graduate texts
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28.

図書

図書
吉村徹訳
出版情報: 東京 : 共学館, [195-]  30p ; 26cm
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29.

図書

図書
by Jose Labastida and Marcos Marino
出版情報: Dordrecht : Springer, c2005  x, 222 p. ; 25 cm
シリーズ名: Mathematical physics studies ; v. 25
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目次情報: 続きを見る
From the contents:Topological Aspects of Four-Manifolds
The Theory of Donaldson Invariants
The Theory of Seiberg-Witten Invariants
Supersymmetry in Four Dimensions
Topological Quantum Field Theories in Four Dimensions
The Mathai-Quillen Formalism
The Seiberg-Witten Solution of N = 2 SUSY Yang-Mills Theory
The u-plane Integral
Some Applications of the u-plane Integral
Further Developments in Donaldson-Witten Theory
Spinors in Four Dimensions / Appendix A:
Elliptic Functions and Modular Forms / Appendix B:
Bibliography
From the contents:Topological Aspects of Four-Manifolds
The Theory of Donaldson Invariants
The Theory of Seiberg-Witten Invariants
30.

図書

図書
Alexander Altland and Ben Simons
出版情報: Cambridge, U.K. : Cambridge University Press, 2010  xiv, 770 p. ; 26 cm
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目次情報: 続きを見る
Preface
From particles to fields / 1:
Classical harmonic chain: phonons / 1.1:
Functional analysis and variational principles / 1.2:
Maxwell's equations as a variational principle / 1.3:
Quantum chain / 1.4:
Quantum electrodynamics / 1.5:
Noether's theorem / 1.6:
Summary and outlook / 1.7:
Problems / 1.8:
Second quantization / 2:
Introduction to second quantization / 2.1:
Applications of second quantization / 2.2:
Feynman path integral / 2.3:
The path integral: general formalism / 3.1:
Construction of the path integral / 3.2:
Applications of the Feynman path integral / 3.3:
Functional field integral / 3.4:
Construction of the many-body path integral / 4.1:
Field integral for the quantum partition function / 4.2:
Field theoretical bosonization: a case study / 4.3:
Perturbation theory / 4.4:
General structures and low-order expansions / 5.1:
Ground state energy of the interacting electron gas / 5.2:
Infinite-order expansions / 5.3:
Broken symmetry and collective phenomena / 5.4:
Mean-field theory / 6.1:
Plasma theory of the interacting electron gas / 6.2:
Bose-Einstein condensation and superfluidity / 6.3:
Superconductivity / 6.4:
Field theory of the disordered electron gas / 6.5:
Response functions / 6.6:
Crash course in modern experimental techniques / 7.1:
Linear response theory / 7.2:
Analytic structure of correlation functions / 7.3:
Electromagnetic linear response / 7.4:
The renormalization group / 7.5:
The one-dimensional Ising model / 8.1:
Dissipative quantum tunneling / 8.2:
Renormalization group: general theory / 8.3:
RG analysis of the ferromagnetic transition / 8.4:
RG analysis of the nonlinear ?-model / 8.5:
Berezinskii-Kosterlitz-Thouless transition / 8.6:
Topology / 8.7:
Example: particle on a ring / 9.1:
Homotopy / 9.2:
?-Oterms / 9.3:
Wess-Zumino terms / 9.4:
Chern-Simons terms / 9.5:
Nonequilibrium (classical) / 9.6:
Fundamental questions of (nonequilibrium) statistical mechanics / 10.1:
Langevin theory / 10.2:
Boltzmann kinetic theory / 10.3:
Stochastic processes / 10.4:
Field theory I: zero dimensional theories / 10.5:
Field theory II: higher dimensions / 10.6:
Field theory III: applications / 10.7:
Summary and Outlook / 10.8:
Nonequilibrium (quantum) / 10.9:
Prelude: Quantum master equation / 11.1:
Keldysh formalism: basics / 11.2:
Particle coupled to an environment / 11.3:
Fermion Keldysh theory (a list of changes) / 11.4:
Kinetic equation / 11.5:
A mesoscopic application / 11.6:
Full counting statistics / 11.7:
Index / 11.8:
Preface
From particles to fields / 1:
Classical harmonic chain: phonons / 1.1:
31.

図書

図書
Eberhard Zeidler
出版情報: Dordrecht : Springer, c2009  xxiv, 1051 p. ; 25 cm
シリーズ名: Quantum field theory / Eberhard Zeidler ; 1
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32.

視聴覚資料

AV
江沢洋[講演]
出版情報: [東京] : 平成基礎科学財団, c2010  ビデオディスク2枚(174分) ; 12cm
シリーズ名: 楽しむ科学教室 / 平成基礎科学財団制作・著作 ; 第60回
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33.

図書

図書
Tommy Ohlsson
出版情報: Cambridge, England : Cambridge University Press, 2011  xii, 297 p. ; 26 cm
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目次情報: 続きを見る
Preface
Introduction to relativistic quantum mechanics / 1:
Tensor notation / 1.1:
The Lorentz group / 1.2:
The Poincaré group / 1.3:
Casimir operators / 1.4:
General description of relativistic states / 1.5:
Irreducible representations of the Poincaré group / 1.6:
One-particle relativistic states / 1.7:
Problems
Guide to additional recommended reading
The Klein-Gordon equation / 2:
Transformation properties / 2.1:
The current / 2.2:
Solutions to the Klein-Gordon equation / 2.3:
Charged particles / 2.4:
The Klein paradox / 2.5:
The pionic atom / 2.6:
The Dirac equation / 3:
Free particle solutions to the Dirac equation / 3.1:
Problems with the Dirac equation: the hole theory and the Dirac sea / 3.2:
Some gamma gymnastics and trace technology / 3.3:
Spin operators / 3.4:
Orthogonality conditions and energy projection operators / 3.5:
Relativistic invariance of the Dirac equation / 3.6:
Bilinear covariants / 3.7:
Electromagnetic structure of Dirac particles and charge conjugation / 3.8:
Constants of motion / 3.9:
Central potentials / 3.10:
The hydrogenic atom / 3.11:
The Weyl equation / 3.12:
Helicity and chirality / 3.13:
Quantization of the non-relativistic string / 4:
Equation of motion for the non-relativistic string / 4.1:
Solutions to the wave equation: normal modes / 4.2:
Generalized positions and momenta / 4.3:
Quantization / 4.4:
Quanta as particles / 4.5:
Problem
Introduction to relativistic quantum field theory: propagators, interactions, and all that / 5:
Propagators / 5.1:
Lagrangians / 5.2:
Gauge interactions / 5.3:
Scattering theory and Møller wave operators / 5.4:
The S operator / 5.5:
Quantization of the Klein-Gordon field / 6:
Canonical quantization / 6.1:
Field operators and commutators / 6.2:
Green's functions and propagators / 6.3:
The energy-momentum tensor / 6.4:
Classical external sources / 6.5:
The charged Klein-Gordon field / 6.6:
Quantization of the Dirac field / 7:
The free Dirac field / 7.1:
Positive energy / 7.2:
The charge operator / 7.4:
Parity, time reversal, and charge conjugation / 7.5:
The Majorana field / 7.6:
Perturbation of electromagnetic interaction / 7.7:
Expansion of the S operator / 7.9:
Maxwell's equations and quantization of the electromagnetic field / 8:
Maxwell's equations / 8.1:
Quantization of the electromagnetic field / 8.2:
The Casimir effect / 8.3:
Covariant quantization of the electromagnetic field / 8.4:
The electromagnetic Lagrangian and introduction to Yang-Mills theory / 9:
The electromagnetic Lagrangian / 9.1:
Massive vector fields / 9.2:
Gauge transformations and the covariant derivative / 9.3:
The Yang-Mills Lagrangian / 9.4:
Asymptotic fields and the LSZ formalism / 10:
Asymptotic fields and the 5 operator / 10.1:
The LSZ formalism for real scalar fields / 10.2:
Proton-meson scattering / 10.3:
Perturbation theory / 11:
Three different pictures / 11.1:
The unitary time-evolution operator / 11.2:
Perturbation of VEVs for T-ordered products / 11.3:
The relation between the physical vacuum |Ω) and the free theory ground state / 11.4:
Specific correlation functions / 11.5:
Wick's theorem / 11.6:
Feynman rules and diagrams / 11.7:
Kinematics for binary reactions / 11.8:
The S matrix, the T matrix, cross-sections, and decay rates / 11.9:
Elementary processes of quantum electrodynamics / 12:
e+ + e- → μ+ + μ- / 12.1:
e- + μ- → e- + μ- / 12.2:
e+ + e- → e+ + e- / 12.3:
e- + e- → e- + e- / 12.4:
e- + γ → e- + γ and e+ + e- → 2γ / 12.5:
Introduction to regularization, renormalization, and radiative corrections / 13:
The electron vertex correction / 13.1:
The electron self-energy / 13.2:
The photon self-energy / 13.3:
The renormalized electron charge / 13.4:
A brief survey of group theory and its notation / Appendix A:
Groups / A.1:
Lie groups / A.2:
Lie algebras / A.3:
Lie algebras of Lie groups / A.4:
The angular momentum algebra / A.5:
Bibliography
Index
Preface
Introduction to relativistic quantum mechanics / 1:
Tensor notation / 1.1:
34.

図書

図書
A. Inomata, H. Kuratsuji, C.C. Gerry
出版情報: Singapore : World Scientific, c1992  ix, 318 p. ; 23 cm
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35.

図書

図書
Leonard I. Schiff
出版情報: New York : McGraw-Hill , Tokyo : Kogakusha Company, ltd, c1955  xii, 417 p. ; 21 cm
シリーズ名: International series in pure and applied physics
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36.

図書

図書
Carlo Rovelli
出版情報: Cambridge ; New York : Cambridge University Press, 2008  xxvi, 458 p. ; 25 cm
シリーズ名: Cambridge monographs on mathematical physics
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目次情報: 続きを見る
Preface
Acknowledgements
Terminology and notation
Relativistic Foundations / Part I:
General ideas and heuristic picture / 1:
General relativity / 2:
Mechanics / 3:
Hamiltonian general relativity / 4:
Quantum mechanics / 5:
Loop Quantum Gravity / Part II:
Quantum space / 6:
Dynamics and matter / 7:
Applications / 8:
Quantum spacetime: spinfoams / 9:
Conclusion / 10:
Appendices: References / Part III:
Index
Preface
Acknowledgements
Terminology and notation
37.

図書

図書
仲滋文著
出版情報: 東京 : サイエンス社, 1999.11  iv, 145p ; 26cm
シリーズ名: 臨時別冊・数理科学 ; . SGCライブラリ||SGC ライブラリ ; 3
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38.

図書

図書
L. Ramdas Ram-Mohan
出版情報: Oxford : Oxford University Press, 2002  xviii, 605 p. ; 24 cm
シリーズ名: Oxford texts in applied and engineering mathematics ; 5
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目次情報: 続きを見る
Introduction to the FEM / Part I:
Introduction / 1:
Basic concepts of quantum mechanics / 1.1:
Schrodinger's equation / 1.1.1:
Postulates of quantum mechanics / 1.1.2:
Principle of stationary action / 1.2:
The action integral / 1.2.1:
Examples / 1.2.2:
Finite elements / 1.3:
Historical comments / 1.4:
Problems / 1.5:
References
Simple quantum systems / 2:
The simple harmonic oscillator / 2.1:
The hydrogen atom / 2.2:
The Rayleigh-Ritz variational method / 2.3:
Programming considerations / 2.4:
Interpolation polynomials in one dimension / 2.5:
Lagrange interpolation polynomials / 3.1:
Hermite interpolation polynomials / 3.3:
Transition elements / 3.4:
Low order interpolation polynomials / 3.5:
Low order Lagrange interpolation / 3.5.1:
Low order Hermite interpolation / 3.5.2:
Interpolation polynomials in Mathematica / 3.6:
Lagrange interpolation / 3.6.1:
Hermite interpolation / 3.6.2:
Infinite elements / 3.7:
Simple quantum systems revisited / 3.8:
Adaptive FEM / 3.9:
Error in interpolation / 4.1:
Error in the discretized action / 4.3:
h-convergence / 4.3.1:
p-convergence / 4.3.2:
The action in adaptive calculations / 4.4:
An ordinary differential equation / 4.4.1:
The H atom again / 4.4.2:
Adaptive p-refinement / 4.4.3:
Concluding remarks / 4.5:
Applications in 1D / Part II:
Quantum mechanical tunneling / 5:
Mixed BCs: redefining the action / 5.1:
The Galerkin method / 5.3:
Tunneling calculations in the FEM / 5.4:
Evaluation of the residual / 5.4.1:
Applying mixed BCs / 5.4.2:
Comparing Galerkin FEM with WKB / 5.5:
Quantum states in asymmetric wells / 5.6:
Schrodinger-Poisson self-consistency / 5.7:
Schrodinger and Poisson equations / 6.1:
Source terms / 6.3:
The Fermi energy and charge neutrality / 6.4:
The Galerkin finite element approach / 6.5:
Boundary conditions / 6.5.1:
The iteration procedure / 6.5.2:
Numerical issues / 6.5.3:
Essential and natural boundary conditions / 6.5.4:
Further developments / 6.6:
Landau states in a magnetic field / 6.7:
Landau levels / 7.1:
Density of states / 7.1.2:
Heterostructures in a B-field / 7.2:
Faraday configuration / 7.2.1:
Voigt configuration / 7.2.2:
Comparison with experiments / 7.3:
Interband transitions / 7.3.1:
Energy dependence on the orbit center / 7.3.2:
Level mixing in superlattices with small band offsets / 7.3.3:
Density of states in the Voigt geometry / 7.3.4:
Voigt geometry and a semiclassical model / 7.4:
Landau orbit theory / 7.4.1:
Envelope functions and the FEM in k-space / 7.4.2:
Wavefunction engineering / 7.5:
k P theory of band structure / 8.1:
Designing mid-infrared lasers / 8.3:
The type-II W-laser / 8.3.1:
The interband cascade laser / 8.3.2:
Concluding comments / 8.4:
2D Applications of the FEM / Part III:
2D elements and shape functions / 9:
Rectangular elements / 9.1:
Lagrange elements / 9.2.1:
Hermite elements / 9.2.2:
Triangular elements / 9.3:
Defining curved edges / 9.4:
An element on a parametric curve / 9.4.1:
Parametric form of 2D surfaces / 9.4.2:
The action in 2D problems / 9.5:
Gauss integration in two dimensions / 9.6:
Mesh generation / 10:
Meshing simple regions / 10.1:
Distortion of regular regions / 10.1.1:
Using orthogonal curved coordinates / 10.1.2:
Regions of arbitrary shape / 10.2:
Delaunay meshing / 10.2.1:
Advancing front algorithms / 10.2.2:
The algebraic integer method / 10.2.3:
Applications in atomic physics / 11:
The H atom in a magnetic field / 11.1:
Schrodinger's equation and the action / 11.1.1:
Applying the FEM / 11.1.2:
Magnetic fields / 11.1.3:
Ground state energy in helium / 11.2:
Other results / 11.3:
Quantum wires / 12:
Quantum wires and the FEM / 12.1:
Symmetry properties of the square wire / 12.3:
The checkerboard superlattice / 12.4:
Optical nonlinearity in the CBSL / 12.5:
Quantum wires of any cross-section / 12.6:
Quantum waveguides / 13:
Quantization of resistance / 13.1:
The straight waveguide / 13.2:
Quantum bound states in waveguides / 13.3:
The quantum interference transistor / 13.4:
"Stealth" elements and absorbing BC / 13.5:
The Ginzburg-Landau equation / 13.6:
Time-dependent problems / 14:
Standard approaches to time evolution / 14.1:
Schrodinger's equation and the method of finite differences / 14.2.1:
The finite difference method for the wave equation / 14.2.2:
A transfer matrix for time evolution / 14.3:
Lanczos reduction of transfer matrices / 14.4:
Instability with initial conditions / 14.5:
Comparing IVBC and two-point BCs / 14.5.1:
The variational approach / 14.6:
A variational difficulty / 14.6.1:
Variations using adjoint functions / 14.6.2:
Adjoint variations for the wave equation / 14.6.3:
Connection with quantum field theory / 14.6.4:
Sparse Matrix Applications / 14.7:
Matrix solvers and related issues / 15:
Bandwidth reduction / 15.1:
Solution of linear equations / 15.3:
Gauss elimination / 15.3.1:
The conjugate gradient method / 15.3.2:
The standard eigenvalue problem / 15.4:
The generalized eigenvalue problem / 15.5:
Sturm sequence check / 15.5.1:
Inverse vector iteration / 15.5.2:
The subspace vectors / 15.5.3:
The Rayleigh quotient / 15.5.4:
Subspace iteration / 15.5.5:
The Davidson algorithm / 15.5.6:
Least square residual minimization / 15.5.7:
The Lanczos method / 15.5.8:
Boundary Elements / Part V:
The boundary element method / 16:
The boundary integral / 16.1:
An analytical approach / 16.3:
A Dirichlet problem / 16.3.1:
A Neumann problem / 16.3.2:
Infinite domain Green's function / 16.4:
Evaluation of the element integrals / 16.5:
Applying boundary conditions / 16.5.2:
Boundary condition at the corner node / 16.5.3:
Setting up the matrix equation / 16.5.4:
Construction of interior solution / 16.5.5:
A worked example / 16.6:
Two sum rules / 16.7:
Comparing the BEM with the FEM / 16.8:
The BEM and surface plasmons / 16.9:
Multiregion BEM: two regions / 17.1:
Linear interpolation / 17.2.1:
Bulk and surface plasmons / 17.2.2:
Bulk plasma oscillations / 17.3.1:
Surface plasmons at a single planar interface / 17.3.2:
Surface plasmons for slab geometry / 17.3.3:
Surface plasmons in a cylindrical wire / 17.3.4:
Two metallic wires / 17.3.5:
Metal wire on a substrate / 17.3.6:
Plasmons in other confining geometries / 17.3.7:
Surface-enhanced Raman scattering / 17.4:
The BEM and quantum applications / 17.5:
2D electron waveguides / 18.1:
Implementing boundary conditions / 18.2.1:
Multiregion waveguide problems / 18.2.2:
Multiple ports and transmission / 18.2.3:
The BEM and 2D scattering / 18.3:
Eigenvalue problems and the BEM / 18.4:
Hearing the shape of a drum / 18.4.1:
Concluding remarks on the BEM / 18.5:
Appendices / 18.6:
Gauss quadrature / A:
Gauss-Legendre quadrature / A.1:
Gauss-Legendre base points and weights / A.3:
An algorithm for adaptive quadrature / A.4:
Other Gauss formulas / A.5:
The Cauchy principal value of an integral / A.6:
Properties of Legendre functions / A.7:
Generalized functions / A.8:
The Dirac [delta]-function / B.1:
The [delta]-function as the limit of a "normal" function / B.2:
[delta]-functions in three dimensions / B.3:
Other generalized functions / B.4:
The step-function [theta](x) / B.4.1:
The sign-function [varepsilon](x) / B.4.2:
The Plemelj formula / B.4.3:
An integral representation for [theta](z) / B.4.4:
Green's functions / B.5:
Properties of Green's functions / C.1:
Sturm-Liouville differential operators / C.3:
Green's functions in electrostatics / C.4:
Boundary integral solutions: a comment / C.5:
Green's functions in electrodynamics / C.6:
The wave equation in one dimension / C.7:
The wave equation in two dimensions / C.8:
Green's functions and integral equations / C.9:
Physical constants / C.10:
Author index
Subject index
Introduction to the FEM / Part I:
Introduction / 1:
Basic concepts of quantum mechanics / 1.1:
39.

図書

図書
Alberto Cordero
出版情報: Cham : Springer, c2019  xvi, 312 p. ; 25 cm
シリーズ名: Synthese library ; v. 406
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40.

図書

図書
小林稔編
出版情報: 東京 : 共立出版, 1947.5  2, 4, 375, 2, 10p ; 21cm
シリーズ名: 近代物理学全書 ; 第1巻
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41.

図書

図書
石津武彦著
出版情報: 東京 : 朝倉書店, 1949.1  4, 3, 206p, 図版[2]p ; 22cm
シリーズ名: 高等物理學
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42.

図書

図書
D.ボーム [著] ; 高林武彦 [ほか] 訳
出版情報: 東京 : みすず書房, 2019.10  3, 740p ; 20cm
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目次情報: 続きを見る
第1部 : 量子論の物理的定式化
第2部 : 量子論の数学的定式化
第3部 : 簡単な体系への応用。量子論の定式化の一層の拡張
第4部 Schr : ̈odinger方程式の近似的解法
第5部 : 散乱の理論
第6部 : 観測過程の量子論
第1部 : 量子論の物理的定式化
第2部 : 量子論の数学的定式化
第3部 : 簡単な体系への応用。量子論の定式化の一層の拡張
概要: オッペンハイマーやアインシュタインと研究をともにし、量子力学に寄与した物理学者が、1951年に刊行したコペンハーゲン解釈による量子論の教科書。古典論との関係を実験と理論を通じて説明し、定性的・物理的に叙述を展開する。
43.

図書

図書
by Edwin C. Kemble
出版情報: New York ; London : McGraw-Hill, 1937  xviii, 611 p. ; 23 cm
シリーズ名: International series in pure and applied physics
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44.

図書

東工大
目次DB

図書
東工大
目次DB
数理科学編集部
出版情報: 東京 : サイエンス社, 2006.4  208p ; 26cm
シリーズ名: 別冊数理科学
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目次情報: 続きを見る
I. 序論
   いま,量子力学とは? 佐藤 文隆 6
   量子力学の発展 試行錯誤の歴史と将来展望 並木 美喜雄 13
   量子力学の非常識な魅力 筒井 泉 20
   波動関数の解釈に対する視点 和田 純夫 29
   量子力学の面白さ 町田 茂 31
II. 解釈問題
   状態の共存と波動関数の解釈 和田 純夫 38
   量子力学の解釈問題 井元 信之 46
   量子論の基本概念:その物理的解釈と超選択則 小嶋 泉 56
   場の量子論と解釈問題 福田 礼次郎 65
   宇宙波動関数と解釈問題 量子宇宙から古典宇宙へ 早田 次郎 73
III. 量子測定と観測問題
   量子測定の原理とその問題点 清水 明 82
   量子測定の限界と量子ゼノ効果 山本 喜久・O. Alter 90
   メソスコーピック系の物理の観測問題 村山 良昌 97
   Bellの不等式について 足立 聡 107
IV. 量子情報,エンタングルメント,テレポーテーション
   量子情報理論と相対性理論 情報は光より速く伝わらない 細谷 暁夫 118
   量子テレポーテーション A. Miranowicz・玉木 潔 124
   量子計算と量子情報の幾何学 和達 三樹・三宅 章雅 131
   量子情報・量子コンピュータ 大矢 雅則 140
V. 巨視的量子現象
   巨視的量子現象と観測問題 髙木 伸 152
   ボース・アインシュタイン凝縮と巨視的量子現象 上田 正仁 161
   マクロな現象とプランク定数 鈴木 増雄 168
VI. 量子が作る幾何学的世界
   量子力学的位相 矢吹 治一 176
   量子力学におけるトポロジーと対称性 谷村 省吾 183
   プランク定数とトポロジー 倉辻 比呂志 190
   特異点と1次元量子論 全卓樹・筒井 泉 197
I. 序論
   いま,量子力学とは? 佐藤 文隆 6
   量子力学の発展 試行錯誤の歴史と将来展望 並木 美喜雄 13
45.

図書

東工大
目次DB

図書
東工大
目次DB
数理科学編集部
出版情報: 東京 : サイエンス社, 2006.10  216p ; 26cm
シリーズ名: 別冊数理科学 ; 2006年10月
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目次情報: 続きを見る
Ⅰ.序論
   場の量子論の広がり 東島 清 6
   場と質点 宮沢 弘成 8
   場と真空との関わり:序説 大貫 義郎 15
   場の量子論的思考法 その歴史と展望 小嶋 泉 20
   量子電気力学の検証 仁尾真紀子 34
Ⅱ.古典場から量子場へ
   場の量子論入門 ヒッグスの謎を通してみる質量の起源 東島 清 42
   曲がった時空上の場の量子論とフォック空間 佐々木 節 55
   真空とヒッグス場 小林 誠 62
Ⅲ.場の量子論の数学
   数学・場の量子論におけるスビノール 中西 襄 72
   場の理論と演算子:量子場とは? 小嶋 泉 80
   場の理論とh 亀淵 迪 89
Ⅳ.くりこみ理論の地平
   くりこみの考え方 朝永振一郎博士生誕100年に際して 東島 清 98
   有効ポテンシャル ミクロからマクロへの橋 青木 健一 104
   走る結合定数 繰り込み群方程式と大統一理論 山口 昌弘 112
   場の理論に於ける発散とくり込み群 伊東 恵一 119
   厳密なくりこみ群入門 原 隆 126
   フラクタルにおける対称性の回復 くりこみ群を想う 服部 哲弥 138
Ⅴ.幾何学的場の量子論
   場の理論とトボロジー 加藤 晃史 148
   場の理論と微分幾何学 Einstein計量と特殊ホロノミー多様体 安井 幸則 156
   インスタントンとアメーバ 中津 了勇 164
Ⅵ.場の諸相:その応用と周辺
   有限温度の場の理論 江沢 洋 174
   熱場の理論 松原武生・梅沢博臣・高橋康 松本 秀樹 184
   多体問題への応用 永長 直人 193
   場の理論と量子カオスの接点を求めて 齋藤 暁 201
   場の量子論における時間 中西 襄 208
初出一覧 4
Ⅰ.序論
   場の量子論の広がり 東島 清 6
   場と質点 宮沢 弘成 8
46.

電子ブック

EB
Gregg Jaeger ... [et al.], editors
出版情報: [S.l.] : EBSCOhost, [20--]  1 online resource (xiii, 196 p.)
シリーズ名: Fundamental theories of physics ; v. 203
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47.

電子ブック

EB
William H. Klink, Sujeev Wickramasekara
出版情報: [San Rafael, Calif.] : Morgan & Claypool, 2015  1 online resource (various pagings)
シリーズ名: IOP concise physics ;
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48.

電子ブック

EB
Marco Lanzagorta
出版情報: [San Rafael, Calif.] : Morgan & Claypool, 2014  1 online resource (various pagings)
シリーズ名: IOP concise physics ;
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49.

電子ブック

EB
Michele Maggiore
出版情報: [Ann Arbor, Mich.] : ProQuest Ebook Central , [Oxford] : Oxford University Press, [20--]  1 online resource
シリーズ名: Oxford master series in statistical, computational, and theoretical physics ; 12
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目次情報: 続きを見る
Preface
Notation
Introduction / 1:
Overview / 1.1:
Typical scales in high-energy physics / 1.2:
Further reading
Exercises
Lorentz and Poincare symmetries in QFT / 2:
Lie groups / 2.1:
The Lorentz group / 2.2:
The Lorentz algebra / 2.3:
Tensor representations / 2.4:
Decomposition of Lorentz tensors under SO(3) / 2.4.1:
Spinorial representations / 2.5:
Spinors in non-relativistic quantum mechanics / 2.5.1:
Spinors in the relativistic theory / 2.5.2:
Field representations / 2.6:
Scalar fields / 2.6.1:
Weyl fields / 2.6.2:
Dirac fields / 2.6.3:
Majorana fields / 2.6.4:
Vector fields / 2.6.5:
The Poincare group / 2.7:
Representation on fields / 2.7.1:
Representation on one-particle states / 2.7.2:
Summary of chapter
Classical field theory / 3:
The action principle / 3.1:
Noether's theorem / 3.2:
The energy-momentum tensor / 3.2.1:
Real scalar fields; Klein-Gordon equation / 3.3:
Complex scalar field; U(1) charge / 3.3.2:
Spinor fields / 3.4:
The Weyl equation; helicity / 3.4.1:
The Dirac equation / 3.4.2:
Chiral symmetry / 3.4.3:
Majorana mass / 3.4.4:
The electromagnetic field / 3.5:
Covariant form of the free Maxwell equations / 3.5.1:
Gauge invariance; radiation and Lorentz gauges / 3.5.2:
Minimal and non-minimal coupling to matter / 3.5.3:
First quantization of relativistic wave equations / 3.6:
Solved problems / 3.7:
The fine structure of the hydrogen atom
Relativistic energy levels in a magnetic field
Quantization of free fields / 4:
Real scalar fields. Fock space / 4.1:
Complex scalar field; antiparticles / 4.1.2:
Spin 1/2 fields / 4.2:
Dirac field / 4.2.1:
Massless Weyl field / 4.2.2:
C, P, T / 4.2.3:
Electromagnetic field / 4.3:
Quantization in the radiation gauge / 4.3.1:
Covariant quantization / 4.3.2:
Perturbation theory and Feynman diagrams / 5:
The S-matrix / 5.1:
The LSZ reduction formula / 5.2:
Setting up the perturbative expansion / 5.3:
The Feynman propagator / 5.4:
Wick's theorem and Feynman diagrams / 5.5:
A few very explicit computations / 5.5.1:
Loops and divergences / 5.5.2:
Summary of Feynman rules for a scalar field / 5.5.3:
Feynman rules for fermions and gauge bosons / 5.5.4:
Renormalization / 5.6:
Vacuum energy and the cosmological constant problem / 5.7:
The modern point of view on renormalizability / 5.8:
The running of coupling constants / 5.9:
Cross-sections and decay rates / 6:
Relativistic and non-relativistic normalizations / 6.1:
Decay rates / 6.2:
Cross-sections / 6.3:
Two-body final states / 6.4:
Resonances and the Breit-Wigner distribution / 6.5:
Born approximation and non-relativistic scattering / 6.6:
Three-body kinematics and phase space / 6.7:
Inelastic scattering of non-relativistic electrons on atoms
Quantum electrodynamics / 7:
The QED Lagrangian / 7.1:
One-loop divergences / 7.2:
e[superscript +]e[superscript -] to [gamma] to [mu superscript +] [mu superscript -] / 7.3:
Electromagnetic form factors
The low-energy limit of the electroweak theory / 8:
A four-fermion model / 8.1:
Charged and neutral currents in the Standard Model / 8.2:
Solved problems: weak decays / 8.3:
[mu superscript -] to e[superscript - nu subscript e nu subscript mu]
[pi superscript +] to l[superscript + nu subscript l]
Isospin and flavor SU (3)
K[superscript 0] to [pi superscript -]l[superscript + nu subscript l]
Path integral quantization / 9:
Path integral formulation of quantum mechanics / 9.1:
Path integral quantization of scalar fields / 9.2:
Perturbative evaluation of the path integral / 9.3:
Euclidean formulation / 9.4:
QFT and critical phenomena / 9.5:
QFT at finite temperature / 9.6:
Instantons and tunneling / 9.7:
Non-abelian gauge theories / 10:
Non-abelian gauge transformations / 10.1:
Yang-Mills theory / 10.2:
QCD / 10.3:
Fields in the adjoint representation / 10.4:
Spontaneous symmetry breaking / 11:
Degenerate vacua in QM and QFT / 11.1:
SSB of global symmetries and Goldstone bosons / 11.2:
Abelian gauge theories: SSB and superconductivity / 11.3:
Non-abelian gauge theories: the masses of W[superscript plus or minus] and Z[superscript 0] / 11.4:
Solutions to exercises / 12:
Chapter 1 / 12.1:
Chapter 2 / 12.2:
Chapter 3 / 12.3:
Chapter 4 / 12.4:
Chapter 5 / 12.5:
Chapter 6 / 12.6:
Chapter 7 / 12.7:
Chapter 8 / 12.8:
Bibliography
Preface
Notation
Introduction / 1:
50.

図書

図書
Michael D. Scadron
出版情報: New Jersey : World Scientific, c2007  xvii, 424 p. ; 26 cm
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51.

図書

図書
武谷三男著
出版情報: 東京 : 勁草書房, 1972.9-1993.5  3冊 ; 21cm
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52.

図書

図書
日経サイエンス編集部編
出版情報: [東京] : 日経サイエンス , 東京 : 日本経済新聞出版社 (発売), 2008.5  143p ; 29cm
シリーズ名: 別冊日経サイエンス ; 161
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53.

図書

図書
Roman Schmied
出版情報: Singapore : Springer, c2020  xii, 193 p. ; 25 cm
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54.

図書

図書
Jean Zinn-Justin
出版情報: Oxford : Oxford University Press, c2007  xii, 452 p. ; 26 cm
シリーズ名: Oxford graduate texts
所蔵情報: loading…
目次情報: 続きを見る
Quantum field theory and the renormalization group / 1:
Quantum electrodynamics: A quantum field theory / 1.1:
Quantum electrodynamics: The problem of infinities / 1.2:
Renormalization / 1.3:
A triumph of QFT: The Standard Model / 1.4:
Critical phenomena: Other infinities / 1.6:
Kadanoff and Wilson's renormalization group / 1.7:
Effective quantum field theories / 1.8:
Gaussian expectation values. Steepest descent method / 2:
Generating functions / 2.1:
Gaussian expectation values. Wick's theorem / 2.2:
Perturbed Gaussian measure. Connected contributions / 2.3:
Feynman diagrams. Connected contributions / 2.4:
Expectation values. Generating function. Cumulants / 2.5:
Steepest descent method / 2.6:
Steepest descent method: Several variables, generating functions / 2.7:
Exercises
Universality and the continuum limit / 3:
Central limit theorem of probabilities / 3.1:
Universality and fixed points of transformations / 3.2:
Random walk and Brownian motion / 3.3:
Random walk: Additional remarks / 3.4:
Brownian motion and path integrals / 3.5:
Classical statistical physics: One dimension / 4:
Nearest-neighbour interactions. Transfer matrix / 4.1:
Correlation functions / 4.2:
Thermodynamic limit / 4.3:
Connected functions and cluster properties / 4.4:
Statistical models: Simple examples / 4.5:
The Gaussian model / 4.6:
Gaussian model: The continuum limit / 4.7:
More general models: The continuum limit / 4.8:
Continuum limit and path integrals / 5:
Gaussian path integrals / 5.1:
Gaussian correlations. Wick's theorem / 5.2:
Perturbed Gaussian measure / 5.3:
Perturbative calculations: Examples / 5.4:
Ferromagnetic systems. Correlation functions / 6:
Ferromagnetic systems: Definition / 6.1:
Correlation functions. Fourier representation / 6.2:
Legendre transformation and vertex functions / 6.3:
Legendre transformation and steepest descent method / 6.4:
Two- and four-point vertex functions / 6.5:
Phase transitions: Generalities and examples / 7:
Infinite temperature or independent spins / 7.1:
Phase transitions in infinite dimension / 7.2:
Universality in infinite space dimension / 7.3:
Transformations, fixed points and universality / 7.4:
Finite-range interactions in finite dimension / 7.5:
Ising model: Transfer matrix / 7.6:
Continuous symmetries and transfer matrix / 7.7:
Continuous symmetries and Goldstone modes / 7.8:
Quasi-Gaussian approximation: Universality, critical dimension / 8:
Short-range two-spin interactions / 8.1:
The Gaussian model: Two-point function / 8.2:
Gaussian model and random walk / 8.3:
Gaussian model and field integral / 8.4:
Quasi-Gaussian approximation / 8.5:
The two-point function: Universality / 8.6:
Quasi-Gaussian approximation and Landau's theory / 8.7:
Corrections to the quasi-Gaussian approximation / 8.8:
Mean-field approximation and corrections / 8.10:
Tricritical points / 8.11:
Renormalization group: General formulation / 9:
Statistical field theory. Landau's Hamiltonian / 9.1:
Connected correlation functions. Vertex functions / 9.2:
Renormalization group: General idea / 9.3:
Hamiltonian flow: Fixed points, stability / 9.4:
The Gaussian fixed point / 9.5:
Eigen-perturbations: General analysis / 9.6:
A non-Gaussian fixed point: The [epsilon]-expansion / 9.7:
Eigenvalues and dimensions of local polynomials / 9.8:
Perturbative renormalization group: Explicit calculations / 10:
Critical Hamiltonian and perturbative expansion / 10.1:
Feynman diagrams at one-loop order / 10.2:
Fixed point and critical behaviour / 10.3:
Critical domain / 10.4:
Models with O(N) orthogonal symmetry / 10.5:
Renormalization group near dimension 4 / 10.6:
Universal quantities: Numerical results / 10.7:
Renormalization group: N-component fields / 11:
Renormalization group: General remarks / 11.1:
Gradient flow / 11.2:
Model with cubic anisotropy / 11.3:
Explicit general expressions: RG analysis / 11.4:
Exercise: General model with two parameters / 11.5:
Statistical field theory: Perturbative expansion / 12:
Generating functionals / 12.1:
Gaussian field theory. Wick's theorem / 12.2:
Perturbative expansion / 12.3:
Loop expansion / 12.4:
Dimensional continuation and regularization / 12.5:
The [sigma superscript 4] field theory near dimension 4 / 13:
Effective Hamiltonian. Renormalization / 13.1:
Renormalization group equations / 13.2:
Solution of RGE: The [epsilon]-expansion / 13.3:
Effective and renormalized interactions / 13.4:
The critical domain above T[subscript c] / 13.5:
The O(N) symmetric ([phi superscript 2])[superscript 2] field theory in the large N limit / 14:
Algebraic preliminaries / 14.1:
Integration over the field [phi]: The determinant / 14.2:
The limit N to [infinity]: The critical domain / 14.3:
The ([phi superscript 2])[superscript 2] field theory for N to [infinity] / 14.4:
Singular part of the free energy and equation of state / 14.5:
The [left angle bracket lambda lambda right angle bracket] and [left angle bracket phi superscript 2 phi superscript 2 right angle bracket] two-point functions / 14.6:
Renormalization group and corrections to scaling / 14.7:
The 1/N expansion / 14.8:
The exponent [eta] at order 1/N / 14.9:
The non-linear [sigma]-model / 14.10:
The non-linear [sigma]-model on the lattice / 15:
Low-temperature expansion / 15.2:
Formal continuum limit / 15.3:
Regularization / 15.4:
Zero-momentum or IR divergences / 15.5:
Renormalization group / 15.6:
Solution of the RGE. Fixed points / 15.7:
Correlation functions: Scaling form / 15.8:
The critical domain: Critical exponents / 15.9:
Dimension 2 / 15.10:
The ([phi superscript 2])[superscript 2] field theory at low temperature / 15.11:
Functional renormalization group / 16:
Partial field integration and effective Hamiltonian / 16.1:
High-momentum mode integration and RGE / 16.2:
Perturbative solution: [phi superscript 4] theory / 16.3:
RGE: Standard form / 16.4:
Dimension 4 / 16.5:
Fixed point: [epsilon]-expansion / 16.6:
Local stability of the fixed point / 16.7:
Appendix
Technical results / A1:
Fourier transformation: Decay and regularity / A2:
Phase transitions: General remarks / A3:
1/N expansion: Calculations / A4:
Functional renormalization group: Complements / A5:
Bibliography
Index
Quantum field theory and the renormalization group / 1:
Quantum electrodynamics: A quantum field theory / 1.1:
Quantum electrodynamics: The problem of infinities / 1.2:
55.

図書

東工大
目次DB

図書
東工大
目次DB
数理科学編集部 [編]
出版情報: 東京 : サイエンス社, 2009.10  192p ; 26cm
シリーズ名: 別冊数理科学 ; 2009年10月
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目次情報: 続きを見る
Ⅰ.序論
   量子重力理論~検証に向けた新たな展開(小玉英雄) 6
   量子重力理論の起源(米谷民明) 15
   素粒子論の現状と展望~量子重力の立場から(川合 光) 21
Ⅱ.超弦理論からの展開
   超弦理論におけるランドスケープ問題(江口 徹、立川裕二) 28
   Ads/CFT対応とホログラフィー(福間将文) 35
   量子重力と共形場理論(高柳 匡) 44
   素粒子の統一理論としての超弦理論(大栗博司) 50
   超弦理論の数値シミュレーション(西村 淳) 56
Ⅲ.非可換幾何学からの展開
   量子重力理論(笹倉直樹) 64
   量子重力とWilson Loop(北澤良久) 71
Ⅳ.ループ量子重力理論への展開
   ループ量子宇宙論(辻川信二) 80
   面積量子化とブラックホール(玉置孝至) 87
   高エネルギーγ線クライシス(菅本晶夫、渡部 勇) 94
Ⅴ.ブレーンワールドからの展開
   TeV重力理論(川崎雅裕) 100
   ブレーン宇宙とインフレーション理論(姫本宣朗) 106
   宇宙項問題とDブレーンインフレーション(早田次郎、菅野優美) 113
   ブレーンワールドにおける宇宙論的摂動(小山和哉) 120
   ブレーン理論と振動宇宙論(山口昌英) 127
Ⅵ.量子宇宙論からの展開
   宇宙の創生(佐藤勝彦) 130
   量子宇宙論の盛衰(小玉英雄) 138
   インフレーション宇宙論(横山順一) 146
   宇宙論と量子カオス(井上開輝) 155
Ⅶ.ダークエネルギーからの展開
   宇宙論の新展開(佐藤勝彦) 164
   宇宙の真空~変動する真空(佐藤文隆) 172
   ダークエネルギー問題(千葉 剛) 179
   宇宙の暗黒成分と量子重力(向山信治) 185
初出一覧 4
Ⅰ.序論
   量子重力理論~検証に向けた新たな展開(小玉英雄) 6
   量子重力理論の起源(米谷民明) 15
56.

図書

図書
近藤慶一著
出版情報: 東京 : 共立出版, 2023.11  vi, [437]-986, 17p ; 22cm
シリーズ名: 量子力学講義 ; 2
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第10章 角運動量とスピン : 1)一般の角運動量
第11章 角運動量とスピン(2)軌道角運動量
第12章 角運動量とスピン(3)スピン角運動量
第13章 角運動量とスピン(4)角運動量の合成
第14章 3次元空間の量子力学(1
第15章 3次元空間の量子力学 / 2
第16章 物理的枠組と数学的基礎 : 6)混合状態と密度演算子
第17章 量子もつれ、量子テレポーテーション、量子クローン禁止定理
第18章 隠れた変数とBellの不等式、Bell‐Kochen‐Speckerの定理、状況依存性
第19章 量子エンタングルメントの判定と定量化(1)離散変数
第20章 量子エンタングルメントの判定と定量化(2)連続変数
第21章 量子測定、量子操作、不確定性関係
第22章 経路積分量子化法
第10章 角運動量とスピン : 1)一般の角運動量
第11章 角運動量とスピン(2)軌道角運動量
第12章 角運動量とスピン(3)スピン角運動量
57.

図書

図書
by P.A.M. Dirac
出版情報: Oxford : Clarendon Press, 1947  xii, 311 p. ; 24 cm
シリーズ名: The international series of monographs on physics
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58.

図書

図書
近藤慶一著
出版情報: 東京 : 共立出版, 2023.11  xi, 436, 17p ; 22cm
シリーズ名: 量子力学講義 ; 1
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序章 量子力学の簡単な歴史
第1章 物理的枠組と数学的基礎 : 1)ヒルベルト空間と純粋状態
第2章 物理的枠組と数学的基礎(2)オペレータ(演算子、作用素
第3章 物理的枠組と数学的基礎 : 3)固有値、固有ベクトル、スペクトル分解
第4章 物理的枠組と数学的基礎(4)表示、確率解釈、不確定性原理
第5章 物理的枠組と数学的基礎(5)ユニタリ時間発展(推進
第6章 量子力学における対称性と保存則
第7章 1次元空間の量子力学 : 1)一般的性質と束縛状態
第8章 1次元空間の量子力学(2)反射、透過、トンネル効果
第9章 量子調和振動子
序章 量子力学の簡単な歴史
第1章 物理的枠組と数学的基礎 : 1)ヒルベルト空間と純粋状態
第2章 物理的枠組と数学的基礎(2)オペレータ(演算子、作用素
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