AAAAAA

   
Results: 1-13 |
Results: 13
RESULTS FOR SOME INVERSION PROBLEMS FOR CLASSICAL CONTINUOUS AND DISCRETE ORTHOGONAL POLYNOMIALS
Authors: ZARZO A AREA I GODOY E RONVEAUX A
Citation: A. Zarzo et al., RESULTS FOR SOME INVERSION PROBLEMS FOR CLASSICAL CONTINUOUS AND DISCRETE ORTHOGONAL POLYNOMIALS, Journal of physics. A, mathematical and general, 30(3), 1997, pp. 35-40
RECURRENCE RELATIONS FOR CONNECTION COEFFICIENTS BETWEEN Q-ORTHOGONALPOLYNOMIALS OF DISCRETE VARIABLES IN THE NONUNIFORM LATTICE X(S)=Q(2S)
Authors: ALVAREZNODARSE R RONVEAUX A
Citation: R. Alvareznodarse et A. Ronveaux, RECURRENCE RELATIONS FOR CONNECTION COEFFICIENTS BETWEEN Q-ORTHOGONALPOLYNOMIALS OF DISCRETE VARIABLES IN THE NONUNIFORM LATTICE X(S)=Q(2S), Journal of physics. A, mathematical and general, 29(22), 1996, pp. 7165-7175
DIFFERENCE EQUATION FOR ASSOCIATED POLYNOMIALS ON A LINEAR LATTICE
Authors: ATAKISHIYEV NM RONVEAUX A WOLF KB
Citation: Nm. Atakishiyev et al., DIFFERENCE EQUATION FOR ASSOCIATED POLYNOMIALS ON A LINEAR LATTICE, Theoretical and mathematical physics, 106(1), 1996, pp. 61-67
GENERAL SOBOLEV ORTHOGONAL POLYNOMIALS
Authors: MARCELLAN F PEREZ TE PINAR MA RONVEAUX A
Citation: F. Marcellan et al., GENERAL SOBOLEV ORTHOGONAL POLYNOMIALS, Journal of mathematical analysis and applications, 200(3), 1996, pp. 614-634
UPWARD EXTENSION OF THE JACOBI MATRIX FOR ORTHOGONAL POLYNOMIALS
Authors: RONVEAUX A VANASSCHE W
Citation: A. Ronveaux et W. Vanassche, UPWARD EXTENSION OF THE JACOBI MATRIX FOR ORTHOGONAL POLYNOMIALS, Journal of approximation theory, 86(3), 1996, pp. 335-357
GENERALIZED LINEARIZATION PROBLEMS
Authors: RONVEAUX A HOUNKONNOU MN BELMEHDI S
Citation: A. Ronveaux et al., GENERALIZED LINEARIZATION PROBLEMS, Journal of physics. A, mathematical and general, 28(15), 1995, pp. 4423-4430
ON RECURRENCE RELATIONS FOR SOBOLEV ORTHOGONAL POLYNOMIALS
Authors: EVANS WD LITTLEJOHN LL MARCELLAN F MARKETT C RONVEAUX A
Citation: Wd. Evans et al., ON RECURRENCE RELATIONS FOR SOBOLEV ORTHOGONAL POLYNOMIALS, SIAM journal on mathematical analysis, 26(2), 1995, pp. 446-467
ALGEBRAIC AND SPECTRAL PROPERTIES OF SOME QUASI-ORTHOGONAL POLYNOMIALS ENCOUNTERED IN QUANTUM RADIATION
Authors: ZARZO A YANEZ RJ RONVEAUX A DEHESA JS
Citation: A. Zarzo et al., ALGEBRAIC AND SPECTRAL PROPERTIES OF SOME QUASI-ORTHOGONAL POLYNOMIALS ENCOUNTERED IN QUANTUM RADIATION, Journal of mathematical physics, 36(9), 1995, pp. 5179-5197
SOBOLEV-TYPE ORTHOGONAL POLYNOMIALS - THE NONDIAGONAL CASE
Authors: ALFARO M MARCELLAN F REZOLA ML RONVEAUX A
Citation: M. Alfaro et al., SOBOLEV-TYPE ORTHOGONAL POLYNOMIALS - THE NONDIAGONAL CASE, Journal of approximation theory, 83(2), 1995, pp. 266-287
THEORY OF THE ROTATIONAL BROWNIAN-MOTION OF A LINEAR MOLECULE IN 3D .1. RELAXATION AND STEADY-STATE REGIMES
Authors: HOUNKONNOU MN RONVEAUX A NAVEZ P
Citation: Mn. Hounkonnou et al., THEORY OF THE ROTATIONAL BROWNIAN-MOTION OF A LINEAR MOLECULE IN 3D .1. RELAXATION AND STEADY-STATE REGIMES, Journal of physics. A, mathematical and general, 27(20), 1994, pp. 6635-6656
THEORY OF THE ROTATIONAL BROWNIAN-MOTION OF A LINEAR MOLECULE IN 3D .1. RELAXATION AND STEADY-STATE REGIMES
Authors: HOUNKONNOU MN RONVEAUX A NAVEZ P
Citation: Mn. Hounkonnou et al., THEORY OF THE ROTATIONAL BROWNIAN-MOTION OF A LINEAR MOLECULE IN 3D .1. RELAXATION AND STEADY-STATE REGIMES, Journal of physics. A, mathematical and general, 27(20), 1994, pp. 6635-6656
LAGUERRE-FREUD EQUATIONS FOR THE RECURRENCE COEFFICIENTS OF SEMICLASSICAL ORTHOGONAL POLYNOMIALS
Authors: BELMEHDI S RONVEAUX A
Citation: S. Belmehdi et A. Ronveaux, LAGUERRE-FREUD EQUATIONS FOR THE RECURRENCE COEFFICIENTS OF SEMICLASSICAL ORTHOGONAL POLYNOMIALS, Journal of approximation theory, 76(3), 1994, pp. 351-368
TOWARDS NEW SOLUTIONS OF THE GENERAL HURWITZ PROBLEM
Authors: LAMBERT D RONVEAUX A
Citation: D. Lambert et A. Ronveaux, TOWARDS NEW SOLUTIONS OF THE GENERAL HURWITZ PROBLEM, Journal of physics. A, mathematical and general, 26(18), 1993, pp. 945-948
Risultati: 1-13 |