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Techniques and applications of path ...

Schulman, L. S. (1941-)

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Techniques and applications of path integration /

Record Type:	Language materials, printed : Monograph/item
Title/Author:	Techniques and applications of path integration // L.S. Schulman.
Author:	Schulman, L. S.
Published:	New York ;John Wiley, : 1996, c1981.,
Description:	xv, 359 p. ;23 cm.
Notes:	Includes index.
[NT 15003449]:	1. Introducing and Defining the Path Integral -- Appendix: The Trotter Product Formula -- 2. Probabilities and Probability Amplitudes for Paths -- 3. Correspondence Limit for the Path Integral (Heuristic) -- Appendix: Useful Integrals -- 4. Vector Potentials and Another Proof of the Path Integral Formula -- 5. The Ito Integral and Gauge Transformations -- 6. Doing the Integral: Free Particle and Quadratic Lagrangians -- Appendix: Exactness of the Sum over Classical Paths -- 7. Properties of Green's Functions; the Feynman-Kac Formula -- 8. Functional Derivatives and Commutation Relations -- 9. Brownian Motion and the Wiener Integral; Kac's Proof -- 10. Perturbation, Theory and Feynman Diagrams -- 11. Asymptotic Analysis -- 12. The Calculus of Variations -- 13. The WKB Approximation and its Application to the Anharmonic Oscillator -- 14. Detailed Presentation of the WKB Approximation -- 15. WKB Near Caustics -- 16. Caustics and Uniform Asymptotic Approximations.
Subject:	Path integrals. -
ISBN:	0471166103 (pbk.)

Techniques and applications of path integration /
Schulman, L. S.1941-

Techniques and applications of path integration /L.S. Schulman. - New York ;John Wiley,1996, c1981. - xv, 359 p. ;23 cm. - Wiley Classics Library.

Includes index.

1. Introducing and Defining the Path Integral -- Appendix: The Trotter Product Formula -- 2. Probabilities and Probability Amplitudes for Paths -- 3. Correspondence Limit for the Path Integral (Heuristic) -- Appendix: Useful Integrals -- 4. Vector Potentials and Another Proof of the Path Integral Formula -- 5. The Ito Integral and Gauge Transformations -- 6. Doing the Integral: Free Particle and Quadratic Lagrangians -- Appendix: Exactness of the Sum over Classical Paths -- 7. Properties of Green's Functions; the Feynman-Kac Formula -- 8. Functional Derivatives and Commutation Relations -- 9. Brownian Motion and the Wiener Integral; Kac's Proof -- 10. Perturbation, Theory and Feynman Diagrams -- 11. Asymptotic Analysis -- 12. The Calculus of Variations -- 13. The WKB Approximation and its Application to the Anharmonic Oscillator -- 14. Detailed Presentation of the WKB Approximation -- 15. WKB Near Caustics -- 16. Caustics and Uniform Asymptotic Approximations.

ISBN: 0471166103 (pbk.)

LCCN: 80019129Subjects--Topical Terms:

699909
Path integrals.
Subjects--Index Terms:

Physics

LC Class. No.: QC174.17.P27 / S38 1996

Dewey Class. No.: 530.15543

Techniques and applications of path integration /
LDR:01699cam 2200241 a 45 001 834089
003 OCoLC
005 20100514
008 100514r19961981enk 001 0 eng
010 $a 80019129
020 $a 0471166103 (pbk.)
020 $a 9780471166108 (pbk.)
035 $a (OCoLC)35831807 $z (OCoLC)35800972
035 $a ocm35831807
040 $a UKM $c UKM $d WCM $d OCLCQ $d OCLCG $d YDXCP $d UAB $d NDHUL
050 4 $a QC174.17.P27 $b S38 1996
082 0 4 $a 530.15543 $2 20
100 1 $a Schulman, L. S. $q (Lawrence S.), $d 1941- $3 990031
245 1 0 $a Techniques and applications of path integration / $c L.S. Schulman.
260 $a New York ; $a Chichester : $c 1996, c1981. $b John Wiley,
300 $a xv, 359 p. ; $c 23 cm.
490 0 $a Wiley Classics Library
500 $a Includes index.
505 2 $a 1. Introducing and Defining the Path Integral -- Appendix: The Trotter Product Formula -- 2. Probabilities and Probability Amplitudes for Paths -- 3. Correspondence Limit for the Path Integral (Heuristic) -- Appendix: Useful Integrals -- 4. Vector Potentials and Another Proof of the Path Integral Formula -- 5. The Ito Integral and Gauge Transformations -- 6. Doing the Integral: Free Particle and Quadratic Lagrangians -- Appendix: Exactness of the Sum over Classical Paths -- 7. Properties of Green's Functions; the Feynman-Kac Formula -- 8. Functional Derivatives and Commutation Relations -- 9. Brownian Motion and the Wiener Integral; Kac's Proof -- 10. Perturbation, Theory and Feynman Diagrams -- 11. Asymptotic Analysis -- 12. The Calculus of Variations -- 13. The WKB Approximation and its Application to the Anharmonic Oscillator -- 14. Detailed Presentation of the WKB Approximation -- 15. WKB Near Caustics -- 16. Caustics and Uniform Asymptotic Approximations.
650 0 $a Path integrals. $3 699909
653 0 $a Physics $a Mathematics