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The schwinger variational principles for one-dimensional quantum scattering

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References

  1. Dolph, C. L.: The Mathematician Grapples with Linear Problems Associated with the Radiation Condition. Trans. Inst. Radio Engineers PGAP, AP-4, (1956).

  2. Dunford, N.: Spectral operators. Pac. J. Math.4, 321–354 (1954).

    Google Scholar 

  3. Hille, E.: Functional Analysis and Semi-Groups. Amer. Math. Soc., Colloquium Publ.31 (1948).

  4. Jones, D. S.: A Critique of the Variational Method. Trans. Inst. Radio Engineers PGAP, AP-4, (1956).

  5. Kato, T.: Note on Schwinger Variational Principle. Progress of Theoretical Physics (Japan)6, 295–305 (1951).

    Google Scholar 

  6. Marcuvitz, N.: Recent Developments in Wave Propagation, Notes, Part III-D. New York University 1953.

  7. Morse andFeshbach: Methods of Theoretical Physics, Vol II, Chapters 9, 11. New York: McGraw Hill 1953.

    Google Scholar 

  8. Riesz, F., andB. Sz. Nagy: Lecons d'Analyse Fonctionnelle. Budapest 1952.

  9. Schwinger, J., andH. Levine: On the Theory of Diffraction by an Aperture in an Infinite Plane Screen. I. Physical Review74, 958–974 (1948).

    Google Scholar 

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Dedicated to the Memory ofHermann Weyl

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Dolph, C.L., Ritt, R.K. The schwinger variational principles for one-dimensional quantum scattering. Math Z 65, 309–326 (1956). https://doi.org/10.1007/BF01473885

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