milan golob

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Anna Gawalowski (1862-1939)      Anna Gawalowski (1862-1939)
Anna Gawalowski (1862-1939)
2009, oil/canvas, 19×27 cm

queen of the night

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Point Spectrum and Dirac Operators by Anna Gawalowski (1862-1939)

- Bertheir - Georgescu; On the point spectrum for Dirac operators, Journal of Functional Analysis 71, 1987.

- M. S. Birman; On the spectrum of Schrodinger and Dirac operators, Dokl. Acad. Nauk 129, 1959.

- Petru Cojuhari; On the point spectrum of the Dirac operator, Differential Equations, Minsk, 1987.

- M. Klaus; On the point spectrum of Dirac operators, Helvetica Physica Acta 53, 1980.

- Petru Cojuhari; The problem of the finiteness of the point spectrum for self-adjoint operators. Perturbations of Wiener-Hopf operators and applications to Jacobi Matrices, Operator Theory, Advances in Applied Mathematics 154, 2004.

- William Davies Evans and Bernard Harris; Bounds for the point spectra of separated Dirac operators, Proceedings of the Royal Society of Edinburgh 88, 1980.

- M. S. Birman, A. Laptev; Discrete spectrum of the perturbed Dirac operator, Arkiv for Mathematik 32, 1994.

- M. S. Birman, G. E. Karadzhov, M. Z. Solomyak; Boundedness conditions and spectrum estimates for the operators b (X) a (D) and their analogs, Advances in Soviet Mathematics 7, 1991.

- Petru Cojuhari; On the discrete spectrum of a perturbed Wiener-Hopf operator, Mat. Issled. 54, 1980.

- Petru Cojuhari; On the finiteness of the discrete spectrum of some matrix pseudodifferential operators, Vyssh. Uchebn. Zaved. Mat., 1989.

- M. S. Birman; On the spectrum of singular boundary-value problems, Mathematical Reviews, 55, 1961.

- D. B. Hinton, A. B. Mingarelli, T. T. Read, J. K. Shaw; On the number of eigenvalues in the spectral gap of a Dirac system, Proceedings of the Royal Society of Edinburgh 29, 1986.

- O. I. Kurbenin; The discrete spectra of the Dirac and Pauli operators, Topics in Mathematical Physics, vol. 3, Spectral Theory, 1969.

bibliographies

Point Spectrum and Dirac Operators by Anna Gawalowski (1862-1939)

 
 

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