Result of search for papers related to "mp_arc 99-339".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
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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99-459 Fritz Gesztesy and Konstantin A. Makarov
The $\Xi$ Operator and its Relation to Krein's Spectral Shift Function (114K, LaTeX) Dec 1, 99
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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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99-90 Fritz Gesztesy and Konstantin A. Makarov
Some Applications of the Spectral Shift Operator (91K, LaTeX) Mar 30, 99
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99-357 Vadim Kostrykin
Concavity of Eigenvalue Sums and The Spectral Shift Function (36K, LaTeX 2e) Sep 27, 99
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04-101 Hans-Christoph Kaiser, Hagen Neidhardt, Joachim Rehberg
Convexity of trace functionals and Schroedinger operators (524K, pdf) Apr 6, 04
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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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99-332 Oleg Safronov
Spectral shift function in the large coupling constant limit (115K, Postscript) Sep 10, 99
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01-80 Combes, J. M., Hislop, P. D., Nakamura, S.
THE $L^p$-THEORY OF THE SPECTRAL SHIFT FUNCTION, THE WEGNER ESTIMATE, AND THE INTEGRATED DENSITY OF STATES FOR SOME RANDOM OPERATORS (1107K, Postscript) Feb 27, 01
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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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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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07-312 Jussi Behrndt, Mark M. Malamud, Hagen Neidhardt
Trace formulae for dissipative and coupled scattering systems (451K, pdf) Dec 19, 07
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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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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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97-626 F. Gesztesy and E. Tsekanovskii
On Matrix-Valued Herglotz Functions (234K, LaTeX) Dec 11, 97
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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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99-427 F. Gesztesy and A. G. Ramm
An inverse problem for point inhomogeneities (46K, LaTeX) Nov 12, 99
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00-370 Hundertmark D., Simon B.
An Optimal L^p-Bound on the Krein Spectral Shift Function (23K, AMS-LaTeX) Sep 18, 00
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00-466 Stefano Isola
ON SYSTEMS WITH FINITE ERGODIC DEGREE (118K, LateX) Nov 22, 00
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01-327 J. M. Combes, P. D. Hislop, F. Klopp, S. Nakamura
The Wegner estimate and the integrated density of states for some random operators (78K, LaTex 2e) Sep 13, 01
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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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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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07-315 Philippe Gravejat, Mathieu Lewin and Eric S r
Ground State and Charge Renormalization in a Nonlinear Model of Relativistic Atoms (534K, pdf) Dec 28, 07
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98-62 Vadim Kostrykin, Robert Schrader
Scattering theory approach to random Schroedinger operators in one dimension (278K, uuencoded Postscript) Feb 16, 98
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99-48 Alexander Pushnitski
Estimates for the spectral shift function of the polyharmonic operator (50K, Latex 2e) Feb 12, 99
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99-204 Vojkan Jaksic and Yoram Last
Spectral Structure of Anderson Type Hamiltonians (424K, postscript) Jun 1, 99
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00-400 Vincent Bruneau, Vesselin Petkov
Representation of the spectral shift function and spectral asymptotics for trapping perturbations (96K, Latex 2e) Oct 9, 00
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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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02-411 Ichinose T., Neidhardt H., Zagrebnov V.A.
Trotter-Kato product formula and fractional powers of self-adjoint generators (207K, Postscript) Oct 2, 02
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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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05-395 Fritz Gesztesy, Yuri Latushkin, and Konstantin A. Makarov
Evans Functions, Jost Functions, and Fredholm Determinants (200K, LaTeX) Nov 15, 05
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