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Results: 1-25 | 26-38
Results: 1-25/38
ELLIPTIC ALGEBRO-GEOMETRIC SOLUTIONS OF THE KDV AND AKNS HIERARCHIES - AN ANALYTIC APPROACH
Authors: GESZTESY F WEIKARD R
Citation: F. Gesztesy et R. Weikard, ELLIPTIC ALGEBRO-GEOMETRIC SOLUTIONS OF THE KDV AND AKNS HIERARCHIES - AN ANALYTIC APPROACH, Bulletin, new series, of the American Mathematical Society, 35(4), 1998, pp. 271-317
AN ALTERNATIVE APPROACH TO ALGEBRO-GEOMETRIC SOLUTIONS OF THE AKNS HIERARCHY
Authors: GESZTESY F RATNASEELAN R
Citation: F. Gesztesy et R. Ratnaseelan, AN ALTERNATIVE APPROACH TO ALGEBRO-GEOMETRIC SOLUTIONS OF THE AKNS HIERARCHY, Reviews in mathematical physics, 10(3), 1998, pp. 345-391
ALGEBRO-GEOMETRIC QUASI-PERIODIC FINITE-GAP SOLUTIONS OF THE TODA ANDKAC VAN MOERBEKE HIERARCHIES
Authors: BULLA W GESZTESY F HOLDEN H TESCHL G
Citation: W. Bulla et al., ALGEBRO-GEOMETRIC QUASI-PERIODIC FINITE-GAP SOLUTIONS OF THE TODA ANDKAC VAN MOERBEKE HIERARCHIES, Memoirs of the American Mathematical Society, 135(641), 1998, pp. 1
PERTURBATIVE OSCILLATION CRITERIA AND HARDY-TYPE INEQUALITIES
Authors: GESZTESY F UNAL M
Citation: F. Gesztesy et M. Unal, PERTURBATIVE OSCILLATION CRITERIA AND HARDY-TYPE INEQUALITIES, Mathematische Nachrichten, 189, 1998, pp. 121-144
AN ADDENDUM TO KREINS FORMULA
Authors: GESZTESY F MAKAROV KA TSEKANOVSKII E
Citation: F. Gesztesy et al., AN ADDENDUM TO KREINS FORMULA, Journal of mathematical analysis and applications, 222(2), 1998, pp. 594-606
ON A THEOREM OF PICARD
Authors: GESZTESY F STICKA W
Citation: F. Gesztesy et W. Sticka, ON A THEOREM OF PICARD, Proceedings of the American Mathematical Society, 126(4), 1998, pp. 1089-1099
A CHARACTERIZATION OF ALL ELLIPTIC ALGEBRO-GEOMETRIC SOLUTIONS OF THEAKNS HIERARCHY
Authors: GESZTESY F WEIKARD R
Citation: F. Gesztesy et R. Weikard, A CHARACTERIZATION OF ALL ELLIPTIC ALGEBRO-GEOMETRIC SOLUTIONS OF THEAKNS HIERARCHY, Acta Mathematica, 181(1), 1998, pp. 63-108
INVERSE SPECTRAL-ANALYSIS WITH PARTIAL INFORMATION ON THE POTENTIAL .3. UPDATING BOUNDARY-CONDITIONS
Authors: DELRIO R GESZTESY F SIMON B
Citation: R. Delrio et al., INVERSE SPECTRAL-ANALYSIS WITH PARTIAL INFORMATION ON THE POTENTIAL .3. UPDATING BOUNDARY-CONDITIONS, International mathematics research notices, (15), 1997, pp. 751-758
INVERSE SPECTRAL-ANALYSIS WITH PARTIAL INFORMATION ON THE POTENTIAL .1. THE CASE OF AN AC COMPONENT IN THE SPECTRUM
Authors: GESZTESY F SIMON B
Citation: F. Gesztesy et B. Simon, INVERSE SPECTRAL-ANALYSIS WITH PARTIAL INFORMATION ON THE POTENTIAL .1. THE CASE OF AN AC COMPONENT IN THE SPECTRUM, Helvetica Physica Acta, 70(1-2), 1997, pp. 66-71
NEW CLASSES OF TODA SOLITON-SOLUTIONS
Authors: GESZTESY F RENGER W
Citation: F. Gesztesy et W. Renger, NEW CLASSES OF TODA SOLITON-SOLUTIONS, Communications in Mathematical Physics, 184(1), 1997, pp. 27-50
WEAKLY COUPLED BOUND-STATES IN QUANTUM WAVE-GUIDES
Authors: BULLA W GESZTESY F RENGER W SIMON B
Citation: W. Bulla et al., WEAKLY COUPLED BOUND-STATES IN QUANTUM WAVE-GUIDES, Proceedings of the American Mathematical Society, 125(5), 1997, pp. 1487-1495
A TRACE FORMULA FOR MULTIDIMENSIONAL SCHRODINGER-OPERATORS
Authors: GESZTESY F HOLDEN H SIMON B ZHAO Z
Citation: F. Gesztesy et al., A TRACE FORMULA FOR MULTIDIMENSIONAL SCHRODINGER-OPERATORS, Journal of functional analysis, 141(2), 1996, pp. 449-465
COMMUTATION METHODS FOR JACOBI OPERATORS
Authors: GESZTESY F TESCHL G
Citation: F. Gesztesy et G. Teschl, COMMUTATION METHODS FOR JACOBI OPERATORS, Journal of differential equations, 128(1), 1996, pp. 252-299
ON ISOSPECTRAL SETS OF JACOBI OPERATORS
Authors: GESZTESY F KRISHNA M TESCHL G
Citation: F. Gesztesy et al., ON ISOSPECTRAL SETS OF JACOBI OPERATORS, Communications in Mathematical Physics, 181(3), 1996, pp. 631-645
UNIQUENESS THEOREMS IN INVERSE SPECTRAL THEORY FOR ONE-DIMENSIONAL SCHRODINGER-OPERATORS
Authors: GESZTESY F SIMON B
Citation: F. Gesztesy et B. Simon, UNIQUENESS THEOREMS IN INVERSE SPECTRAL THEORY FOR ONE-DIMENSIONAL SCHRODINGER-OPERATORS, Transactions of the American Mathematical Society, 348(1), 1996, pp. 349-373
ON THE DOUBLE COMMUTATION METHOD
Authors: GESZTESY F TESCHL G
Citation: F. Gesztesy et G. Teschl, ON THE DOUBLE COMMUTATION METHOD, Proceedings of the American Mathematical Society, 124(6), 1996, pp. 1831-1840
ZEROS OF THE WRONSKIAN AND RENORMALIZED OSCILLATION-THEORY
Authors: GESZTESY F SIMON B TESCHL G
Citation: F. Gesztesy et al., ZEROS OF THE WRONSKIAN AND RENORMALIZED OSCILLATION-THEORY, American journal of mathematics, 118(3), 1996, pp. 571-594
THE XI-FUNCTION (VOL 176, PG 71, 1994)
Authors: GESZTESY F SIMON B
Citation: F. Gesztesy et B. Simon, THE XI-FUNCTION (VOL 176, PG 71, 1994), Acta Mathematica, 176(2), 1996, pp. 1-1
THE XI-FUNCTION
Authors: GESZTESY F SIMON B
Citation: F. Gesztesy et B. Simon, THE XI-FUNCTION, Acta Mathematica, 176(1), 1996, pp. 49-71
PICARD POTENTIALS AND HILLS EQUATION ON A TORUS
Authors: GESZTESY F WEIKARD R
Citation: F. Gesztesy et R. Weikard, PICARD POTENTIALS AND HILLS EQUATION ON A TORUS, Acta Mathematica, 176(1), 1996, pp. 73-107
A CHARACTERIZATION OF ELLIPTIC FINITE-GAP POTENTIALS
Authors: GESZTESY F WEIKARD R
Citation: F. Gesztesy et R. Weikard, A CHARACTERIZATION OF ELLIPTIC FINITE-GAP POTENTIALS, Comptes rendus de l'Academie des sciences. Serie 1, Mathematique, 321(7), 1995, pp. 837-841
HIGHER-ORDER TRACE RELATIONS FOR SCHRODINGER-OPERATORS
Authors: GESZTESY F HOLDEN H SIMON B ZHAO Z
Citation: F. Gesztesy et al., HIGHER-ORDER TRACE RELATIONS FOR SCHRODINGER-OPERATORS, Reviews in mathematical physics, 7(6), 1995, pp. 893-922
(M)KDV SOLITONS ON THE BACKGROUND OF QUASI-PERIODIC FINITE-GAP SOLUTIONS
Authors: GESZTESY F SVIRSKY R
Citation: F. Gesztesy et R. Svirsky, (M)KDV SOLITONS ON THE BACKGROUND OF QUASI-PERIODIC FINITE-GAP SOLUTIONS, Memoirs of the American Mathematical Society, 118(563), 1995, pp. 8
TREIBICH-VERDIER POTENTIALS AND THE STATIONARY (M)KDV HIERARCHY
Authors: GESZTESY F WEIKARD R
Citation: F. Gesztesy et R. Weikard, TREIBICH-VERDIER POTENTIALS AND THE STATIONARY (M)KDV HIERARCHY, Mathematische Zeitschrift, 219(3), 1995, pp. 451-476
LAME POTENTIALS AND THE STATIONARY (M)KDV HIERARCHY
Authors: GESZTESY F WEIKARD R
Citation: F. Gesztesy et R. Weikard, LAME POTENTIALS AND THE STATIONARY (M)KDV HIERARCHY, Mathematische Nachrichten, 176, 1995, pp. 73-91
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