Result of search for papers related to "mp_arc 98-77".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
98-77 F. Gesztesy, N. J. Kalton, K. A. Makarov, and E. Tsekanovskii
Some Applications of Operator-Valued Herglotz Functions (158K, LaTeX) Feb 21, 98
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97-626 F. Gesztesy and E. Tsekanovskii
On Matrix-Valued Herglotz Functions (234K, LaTeX) Dec 11, 97
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97-579 F. Gesztesy, K. A. Makarov, and E. Tsekanovskii
An Addendum to Krein's Formula (35K, LaTeX) Nov 18, 97
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06-143 Vladimir Ryzhov
Symmetric Functional Model for Extensions of Hermitian Operators (519K, PDF) May 1, 06
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02-191 Fritz Gesztesy and Konstantin A. Makarov
$\mathbf {SL_2(\bbR)}$, Exponential Herglotz Representations, and Spectral Averaging (92K, LaTeX) Apr 22, 02
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02-5 E. D. Belokolos, F. Gesztesy, K. A. Makarov and L. A. Sakhnovich
Matrix-Valued Generalizations of the Theorems of Borg and Hochstadt (101K, LaTeX) Jan 3, 02
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07-18 J. Behrndt, H. Neidhardt, E.R. Racec, P.N. Racec, U. Wulf
On Eisenbud's and Wigner's R-matrix: A general approach (449K, pdf) Jan 19, 07
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08-182 Fritz Gesztesy and Mark M. Malamud
Spectral Theory of Elliptic Operators in Exterior Domains (41K, LaTeX) Oct 9, 08
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99-90 Fritz Gesztesy and Konstantin A. Makarov
Some Applications of the Spectral Shift Operator (91K, LaTeX) Mar 30, 99
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00-215 Andrea Posilicano
A Krein-like formula for singular perturbations of self-adjoint operators and applications (79K, AMS-TeX) May 9, 00
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05-392 Steve Clark and Fritz Gesztesy
On Self-adjoint and J-self-adjoint Dirac-type Operators: A Case Study (135K, LaTeX) Nov 15, 05
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05-408 Tuncay Aktosun and Ricardo Weder
The Borg-Marchenko Theorem with a Continuous Spectrum (51K, ams.tex) Nov 30, 05
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06-109 Jussi Behrndt, Mark M. Malamud, Hagen Neidhardt
Scattering matrices and Weyl functions (486K, pdf) Apr 7, 06
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07-126 Fritz Gesztesy, Marius Mitrea, and Maxim Zinchenko
Variations on a Theme of Jost and Pais (164K, LaTeX) May 24, 07
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08-150 Fritz Gesztesy, Mark Malamud, Marius Mitrea, and Serguei Naboko
Generalized Polar Decompositions for Closed Operators in Hilbert Spaces and Some Applications (95K, LaTeX) Aug 12, 08
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09-111 Fritz Gesztesy and Marius Mitrea
Self-Adjoint Extensions of the Laplacian and Krein-Type Resolvent Formulas in Nonsmooth Domains (337K, LaTeX) Jul 12, 09
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99-30 Fritz Gesztesy, Konstantin A. Makarov, and Serguei N. Naboko
The Spectral Shift Operator (94K, LaTeX) Jan 25, 99
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99-191 Steve Clark, Fritz Gesztesy, Helge Holden, and Boris M. Levitan
Borg-Type Theorems for Matrix-Valued Schr\"{o}dinger Operators (78K, LaTeX) May 21, 99
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99-339 F. Gesztesy, K. A. Makarov, and A. K. Motovilov
Monotonicity and Concavity Properties of The Spectral Shift Function (54K, LaTeX) Sep 14, 99
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01-63 F. Gesztesy, A. Kiselev, and K. A. Makarov
Uniqueness Results for Matrix-Valued Schr\"odinger, Jacobi, and Dirac-Type Operators (136K, LaTeX) Feb 6, 01
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01-154 Andrea Posilicano
Self-Adjoint Extensions by Additive Perturbations (43K, ams-latex) Apr 24, 01
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02-336 Steve Clark and Fritz Gesztesy
On Povzner--Wienholtz-type Self-Adjointness Results for Matrix-Valued Sturm--Liouville Operators (40K, LaTeX) Aug 1, 02
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05-394 Fritz Gesztesy, Yuri Latushkin, Marius Mitrea, and Maxim Zinchenko
Non-self-adjoint operators, Infinite Determinants, and some Applications (141K, LaTeX) Nov 15, 05
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06-204 Luis O. Silva and Julio H. Toloza
Applications of M.G. Krein's Theory of Regular Symmetric Operators to Sampling Theory (43K, LaTeX 2e ) Jul 17, 06
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09-109 Mark S. Ashbaugh, Fritz Gesztesy, Marius Mitrea, Roman Shterenberg, and Gerald Teschl
The Krein-von Neumann Extension and its Connection to an Abstract Buckling Problem (59K, LaTeX2e) Jul 12, 09
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94-79 Gesztesy F., Simon B.
Rank One Perturbations at Infinite Coupling (17K, AMSTeX) Mar 31, 94
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94-223 Lieb E. H. , Freericks J. K.
THE GROUND STATE OF A GENERAL ELECTRON-PHONON HAMILTONIAN IS A SPIN SINGLET (60K, Plain TeX) Jul 2, 94
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95-268 Gesztesy F., Simon B.
Uniqueness Theorems in Inverse Spectral Theory for One-Dimensional Schr\"odinger Operators (76K, AMSTeX) Jun 14, 95
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96-565 Dinaburg E.I.,Sinai Ya.,Soshnikov A.
Splitting of the Low Landau Levels into a Set of Positive Lebesgue Measure under Small Periodic Perturbations. (198K, PostScript) Nov 11, 96
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98-437 Vadim Kostrykin, Robert Schrader
Kirchhoff's Rule for Quantum Wires (137K, LATeX 2e) Jun 12, 98
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