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Results: 1-8 |
Results: 8
Non-Gaussian Ornstein-Uhlenbeck-based models and some of their uses in financial economics - Discussion
Authors: Hodges, SD Roberts, G Papaspiliopoulos, O Sentana, E Bingham, NH Cox, DR Nicolato, E Venardos, E Critchley, F Davis, MHA Tompkins, R Benth, FE Karlsen, KH Reikvam, K Brockwell, PJ Davis, RA Christensen, BJ Dellaportas, P McCoy, EJ Stephens, DA Diebold, FX Fruhwirth-Schnatter, S Genon-Catalot, V Laredo, C Grange, CWJ Griffin, JE Steel, MFJ Hobson, D Jensen, JL Jones, MC Lawrance, AJ Ledford, AW Leonenko, NN Levendorskii, S Mandelbrot, BB Meddahi, N Pitt, MK Priestley, MB Renault, E Rosinski, J Sato, K Taylor, SJ Tong, H Yang, H Veretennikov, AY Walker, SG Werker, BJM Wood, A
Citation: Sd. Hodges et al., Non-Gaussian Ornstein-Uhlenbeck-based models and some of their uses in financial economics - Discussion, J ROY STA B, 63, 2001, pp. 208-241
Random walk and fluctuation theory
Authors: Bingham, NH
Citation: Nh. Bingham, Random walk and fluctuation theory, HANDB STAT, 19, 2001, pp. 171-213
Extension of the Drasin-Shea-Jordan theorem
Authors: Bingham, NH Inoue, A
Citation: Nh. Bingham et A. Inoue, Extension of the Drasin-Shea-Jordan theorem, J MATH JPN, 52(3), 2000, pp. 545-559
Philip Holgate (1934-1993) - Obituary
Authors: Bingham, NH
Citation: Nh. Bingham, Philip Holgate (1934-1993) - Obituary, B LOND MATH, 32, 2000, pp. 484-492
Tauberian and Mercerian theorems for systems of kernels
Authors: Bingham, NH Inoue, A
Citation: Nh. Bingham et A. Inoue, Tauberian and Mercerian theorems for systems of kernels, J MATH ANAL, 252(1), 2000, pp. 177-197
Abelian, tauberian, and Mercerian theorems for arithmetic sums
Authors: Bingham, NH Inoue, A
Citation: Nh. Bingham et A. Inoue, Abelian, tauberian, and Mercerian theorems for arithmetic sums, J MATH ANAL, 250(2), 2000, pp. 465-493
Studies in the history of probability and statistics XLVI. Measure into probability: From Lebesgue to Kolmogorov
Authors: Bingham, NH
Citation: Nh. Bingham, Studies in the history of probability and statistics XLVI. Measure into probability: From Lebesgue to Kolmogorov, BIOMETRIKA, 87(1), 2000, pp. 145-156
Ratio Mercerian theorems with applications to Hankel and Fourier transforms
Authors: Bingham, NH Inoue, A
Citation: Nh. Bingham et A. Inoue, Ratio Mercerian theorems with applications to Hankel and Fourier transforms, P LOND MATH, 79, 1999, pp. 626-648
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