AAAAAA
Results:
1-10
|
Results: 10
Authors:
Ismail, MEH
Witte, NS
Citation: Meh. Ismail et Ns. Witte, Discriminants and functional equations for polynomials orthogonal on the unit circle, J APPROX TH, 110(2), 2001, pp. 200-228
Authors:
Forrester, PJ
Witte, NS
Citation: Pj. Forrester et Ns. Witte, Application of the tau-function theory of Painleve equations to random matrices: PIV, PII and the GUE, COMM MATH P, 219(2), 2001, pp. 357-398
Authors:
Witte, NS
Forrester, PJ
Citation: Ns. Witte et Pj. Forrester, Gap probabilities in the finite and scaled Cauchy random matrix ensembles, NONLINEARIT, 13(6), 2000, pp. 1965-1986
Authors:
Witte, NS
Forrester, PJ
Cosgrove, CM
Citation: Ns. Witte et al., Gap, probabilities for edge intervals in finite Gaussian and Jacobi unitary matrix ensembles, NONLINEARIT, 13(5), 2000, pp. 1439-1464
Authors:
Forrester, PJ
Witte, NS
Citation: Pj. Forrester et Ns. Witte, Exact Wigner surmise type evaluation of the spacing distribution in the bulk of the scaled random matrix ensembles, LETT MATH P, 53(3), 2000, pp. 195-200
Authors:
Cockayne, DJH
Gjonnes, J
Humphreys, CJ
Lehmpfuhl, G
Murphy, J
Shmueli, U
Spence, JCH
Tanaka, M
Witte, NS
Citation: Djh. Cockayne et al., Peter Goodman, J APPL CRYS, 33, 2000, pp. 1302-1302
Authors:
Wellard, CJ
Witte, NS
Hollenberg, LCL
Citation: Cj. Wellard et al., Some results on the phase diagram of the 2D Hubbard model using an analytic Lanczos method, PHYSICA B, 261, 1999, pp. 766-768
Authors:
Witte, NS
Shankar, R
Citation: Ns. Witte et R. Shankar, Moment formalisms applied to a solvable model with a quantum phase transition - (I). Exponential moment methods, NUCL PHYS B, 556(3), 1999, pp. 445-462
Authors:
Witte, NS
Citation: Ns. Witte, The exact realisation of the Lanczos method for a quantum many-body system, PHYS LETT A, 254(1-2), 1999, pp. 18-23
Authors:
Witte, NS
Bessis, D
Citation: Ns. Witte et D. Bessis, The Lanczos algorithm for extensive many-body systems in the thermodynamiclimit, J MATH PHYS, 40(10), 1999, pp. 4975-4994
Risultati:
1-10
|