Publication Cover
Applicable Analysis
An International Journal
Volume 60, 1996 - Issue 1-2
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Original Articles

Geometric Characterization of Singular Self-Adjoint Boundary Conditions for Hamiltonian Systems

Communicated by R.P. Gilbert

Pages 49-61 | Published online: 02 May 2007

References

  • Weidmann , J. 1987 . "Spectral Theory of Ordinary Differential Operators," , Vol. 1258 , Heidelberg, Berlin : Springer Lecture Notes .
  • Coddington , E.A. and Levinson , N. 1955 . "Theory of Ordinary Differential Equations," , New York : McGraw-Hill .
  • Hinton , D.B. and Schenider , A. 1993 . On the Titchmarsh-Weyl Coefficients for Singular S-Hermitian Systems I . Math. Nachr. , 163 : 323 – 342 .
  • Atkinson , F.V. 1964 . "Discrete and Continuous Boundary Problems," , New York : Academic Press .
  • Hinton , D.B. and Shaw , J. K. 1981 . On Titchmarsh-Weyl M(X)-Functions for Linear. Hamiltonian Systems. . J. Differential Equations , 40 : 316 – 342 .
  • Hinton , D. B. and Shaw , J. K. 1986 . On the Spectrum of a Singular hamiltonian System II . Quaest, Math. , 10 : 1 – 48 .
  • Krall , A. M. 1989 . Theory for Singular Hamiltonian Systems with One Singular Point . SIAM J. Math. Anal , 20 : 664 – 700 .
  • Orlov , S.A. 1976 . Nested Matrix Disks Analytically Drperlcling on a Parameter, and Theorems on thc Invariance of Ranks of Radii of Limiting Disk . Math USSR IZu , 10 : 565 – 613 .
  • Reed , M. and Simon , B. 1980 . Methods of Modern Mathematical Physics I: Functionsl Analysis , New York : Academic Press .

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