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1.

図書

図書
C.F. Carter and B.R. Williams
出版情報: London : Oxford Univ. Press, 1957  viii, 244 p. ; 23 cm
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2.

図書

図書
C.F. Carter and B.R. Williams
出版情報: London : Oxford University Press, 1958  ix, 167 p. ; 22 cm
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3.

図書

図書
Donald W. Barnes, John M. Mack
出版情報: New York ; Berlin : Springer-Verlag, c1975  viii, 121 p. ; 24 cm
シリーズ名: Graduate texts in mathematics ; v. 22
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4.

図書

図書
by W.H.G. Armytage
出版情報: London : Routledge & K. Paul , Toronto : University of Toronto Press, 1965  vii, 448 p. ; 23 cm
シリーズ名: Studies in social history / editor, Harold Perkin
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5.

図書

図書
edited by A.J. Ayer
出版情報: Glencoe : Free Press, c1959  viii, 455 p. ; 22 cm
シリーズ名: The Library of philosophical movements
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6.

図書

図書
Herbert Stern, David L. Nanney
出版情報: New York : Wiley, c1965  xi, 548 p. ; 22 cm
シリーズ名: Wiley international editions
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7.

図書

図書
Hilary Putnam
出版情報: Cambridge : Cambridge University Press, 1975  xvii, 457 p. ; 24 cm
シリーズ名: Philosophical papers / Hilary Putnam ; v. 2
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目次情報: 続きを見る
Introduction
Language and philosophy / 1:
The analytic and synthetic / 2:
Do true assertions correspond to reality? / 3:
Some issues in the theory of grammar / 4:
The 'innateness hypothesis' and explanatory models in linguistics / 5:
How not to talk about meaning / 6:
Review of The concept of a person / 7:
Is semantics possible? / 8:
The refutation of conventionalism / 9:
Reply to Gerald Massey / 10:
Explanation and reference / 11:
The meaning of 'meaning' / 12:
Language and reality / 13:
Philosophy and our mental life / 14:
Dreaming and 'depth grammar' / 15:
Brains and behaviour / 16:
Other minds / 17:
Minds and machines / 18:
Robots: machines or artificially created life? / 19:
The mental life of some machines / 20:
The nature of mental states / 21:
Logical positivism and the philosophy of mind / 22:
Bibliography
Index
Introduction
Language and philosophy / 1:
The analytic and synthetic / 2:
8.

図書

図書
K. Kuratowski ; translated from French by J. Jaworowski
出版情報: New York : Academic Press, 1966-1968  2 v. ; 24 cm
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9.

図書

図書
J.A. Robinson
出版情報: Edinburgh : University Press, c1979  vi, 312 p. ; 23 cm
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10.

図書

図書
Martin Schechter
出版情報: New York : North Holland, c1981  xx, 324 p. ; 24 cm
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目次情報: 続きを見る
Preface
Acknowledgments
A Message to the Reader
List of Symbols
One-Dimensional Motion / Chapter 1.:
Position / 1.1.:
Mathematical Expectation / 1.2.:
Momentum / 1.3.:
Energy / 1.4.:
Observables / 1.5.:
Operators / 1.6.:
Functions of Observables / 1.7.:
Self-Adjoint Operators / 1.8.:
Hilbert Space / 1.9.:
The Spectral Theorem / 1.10.:
Exercises
The Spectrum / Chapter 2.:
The Resolvent / 2.1.:
Finding the Spectrum / 2.2.:
The Position Operator / 2.3.:
The Momentum Operator / 2.4.:
The Energy Operator / 2.5.:
The Potential / 2.6.:
A Class of Functions / 2.7.:
The Spectrum of H / 2.8.:
The Essential Spectrum / Chapter 3.:
An Example / 3.1.:
A Calculation / 3.2.:
Finding the Eigenvalues / 3.3.:
The Domain of H / 3.4.:
Back to Hilbert Space / 3.5.:
Compact Operators / 3.6.:
Relative Compactness / 3.7.:
Proof of Theorem 3.7.5 / 3.8.:
The Negative Eigenvalues / Chapter 4.:
The Possibilities / 4.1.:
Forms Extensions / 4.2.:
The Remaining Proofs / 4.3.:
Negative Eigenvalues / 4.4.:
Existence of Bound States / 4.5.:
Existence of Infinitely Many Bound States / 4.6.:
Existence of Only a Finite Number of Bound States / 4.7.:
Another Criterion / 4.8.:
Estimating the Spectrum / Chapter 5.:
Introduction / 5.1.:
Some Crucial Lemmas / 5.2.:
A Lower Bound for the Spectrum / 5.3.:
Lower Bounds for the Essential Spectrum / 5.4.:
An Inequality / 5.5.:
Bilinear Forms / 5.6.:
Intervals Containing the Essential Spectrum / 5.7.:
Coincidence of the Essential Spectrum with an Interval / 5.8.:
The Harmonic Oscillator / 5.9.:
The Morse Potential / 5.10.:
Scattering Theory / Chapter 6.:
Time Dependence / 6.1.:
Scattering States / 6.2.:
Properties of the Wave Operators / 6.3.:
The Domains of the Wave Operators / 6.4.:
Local Singularities / 6.5.:
Long-Range Potentials / Chapter 7.:
The Coulomb Potential / 7.1.:
Some Examples / 7.2.:
The Estimates / 7.3.:
The Derivatives of V(x) / 7.4.:
The Relationship Between X[subscript t] and V(x) / 7.5.:
An Identity / 7.6.:
The Reduction / 7.7.:
Mollifiers / 7.8.:
Time-Independent Theory / Chapter 8.:
The Resolvent Method / 8.1.:
The Theory / 8.2.:
A Simple Criterion / 8.3.:
The Application / 8.4.:
Completeness / Chapter 9.:
Definition / 9.1.:
The Abstract Theory / 9.2.:
Some Identities / 9.3.:
Another Form / 9.4.:
The Unperturbed Resolvent Operator / 9.5.:
The Perturbed Operator / 9.6.:
Analytic Dependence / 9.7.:
Projections / 9.9.:
An Analytic Function Theorem / 9.10.:
The Combined Results / 9.11.:
Absolute Continuity / 9.12.:
The Intertwining Relations / 9.13.:
Strong Completeness / 9.14.:
The More Difficult Problem / 10.1.:
The Technique / 10.2.:
Verification for the Hamiltonian / 10.4.:
An Extension / 10.5.:
The Principle of Limiting Absorption / 10.6.:
Oscillating Potentials / Chapter 11.:
A Surprise / 11.1.:
The Hamiltonian / 11.2.:
A Variation / 11.3.:
Examples / 11.5.:
Eigenfunction Expansions / Chapter 12.:
The Usefulness / 12.1.:
The Problem / 12.2.:
Operators on L[superscript p] / 12.3.:
Weighted L[superscript p]-Spaces / 12.4.:
Extended Resolvents / 12.5.:
The Formulas / 12.6.:
Some Consequences / 12.7.:
Summary / 12.8.:
Restricted Particles / Chapter 13.:
A Particle Between Walls / 13.1.:
The Energy Levels / 13.2.:
Compact Resolvents / 13.3.:
One Opaque Wall / 13.4.:
Scattering on a Half-Line / 13.5.:
The Spectral Resolution for the Free Particle on a Half-Line / 13.6.:
Hard-Core Potentials / Chapter 14.:
Local Absorption / 14.1.:
The Modified Hamiltonian / 14.2.:
The Resolvent Operator for H[subscript 1] / 14.3.:
The Wave Operators W[subscript plus or minus] (H[subscript 1] H[subscript 0]) / 14.4.:
Propagation / 14.5.:
Proof of Theorem 14.5.1 / 14.6.:
Completeness of the Wave Operators W[subscript plus or minus], (H[subscript 1] H[subscript 0]) / 14.7.:
The Wave Operators W[subscript plus or minus] (H, H[subscript 1]) / 14.8.:
A Regularity Theorem / 14.9.:
A Family of Spaces / 14.10.:
The Invariance Principle / Chapter 15.:
A Simple Result / 15.1.:
Trace Class Operators / 15.3.:
The Abstract Theorem / 16.1.:
Hilbert--Schmidt Operators / 16.2.:
The Fourier Transform / 16.4.:
Exercises A
Exercises B / Appendix B.:
Holder's Inequality and Banach Space / Appendix C.:
Bibliography
Index
Preface
Acknowledgments
A Message to the Reader
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