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  Search result  Your search for [subject]Perturbation (Quantum dynamics) returned 11 records.  
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  Book Finite quantum electrodynamics : the causal approach.

by Scharf, Gunter; Berlin: Springer-Verlag, 1995.

Subject: Perturbation (Quantum dynamics); Quantum electrodynamics; Quantum field theory.

Relevance: 26.58%
  Book Field theory : a modern primer.

by Ramond, Pierre.; Redwood City, California: Addison-Wesley Publication, 1990.

Subject: Quantum field theory; Perturbation (Quantum dynamics); Integrals, Path.

Relevance: 25.74%
  Book Field theory : a modern primer QC174.45 .R.

by Ramond, Pierre, 1943-; Redwood City, Calif.: Addison-Wesley, 1990.

Subject: Integrals, Path; Perturbation (Quantum dynamics); Quantum field theory.

Relevance: 25.74%
  Book Quantum theory of many-variable systems and fields QC174.45 .S.

by Sakita, B.; Singapore: World Scientific Publishing, 1985.

Subject: Perturbation (Quantum dynamics); Quantum field theory; Statistical mechanics.

Relevance: 25.74%
  Book Applications of projection techniques to classical and quantum systems.

by Jirkovsky, Ludek;

Subject: Quantum theory; Perturbation (Quantum dynamics); Statistical mechanics; Sturm-Liouville equation -- Numerical solutions.

Relevance: 25.53%
  Book Perturbation theory and its applications in quantum mechanics : proceedings of an advanced seminar.

by Wilcox, Calvin Hayden, ed.; New York: Wiley, 1966.

Subject: Perturbation (Quantum dynamics).

Relevance: 24.51%
  Book JWKB approximation : contributions to the theory QC174.5 .F.

by Frnman, Per Olof; Amsterdam: North-Holland Publishing, 1965.

Subject: Perturbation (Quantum dynamics).

Relevance: 24.51%
  Book Perturbation theory and the nuclear many body problem QC174.5 .K _ Series in physics.

by Kumar, Kailash; Amsterdam: North-Holland Publishing, 1962.

Subject: Many-body problem; Perturbation (Quantum dynamics).

Relevance: 23.72%
  Thesis Numerical and analytical studies on model gravitating systems.

by Gargar, Kim A.; 2002.

Subject: Gravitation; Shells (Engineering); Phase-space (Statistical physics); Numerical integration; Perturbation (Quantum dynamics).

Relevance: 22.28%
  Book Many particle theory.

by Gross, E. K. U.; Bristol: Adam Hilger, 1991.

Subject: Fermi liquid theory; Fermions; Hartree-Fock approximation; Many-body problem; Perturbation (Quantum dynamics).

Relevance: 22.06%
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