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Results: 1-13 |
Results: 13
AN INTERLACING PROPERTY OF EIGENVALUES OF STRICTLY TOTALLY POSITIVE MATRICES
Authors: PINKUS A
Citation: A. Pinkus, AN INTERLACING PROPERTY OF EIGENVALUES OF STRICTLY TOTALLY POSITIVE MATRICES, Linear algebra and its applications, 279(1-3), 1998, pp. 201-206
PROBING VISUAL-MOTION SIGNALS WITH A PRIMING PARADIGM
Authors: PINKUS A PANTLE A
Citation: A. Pinkus et A. Pantle, PROBING VISUAL-MOTION SIGNALS WITH A PRIMING PARADIGM, Vision research, 37(5), 1997, pp. 541-552
BEST APPROXIMATION AND CYCLIC VARIATION DIMINISHING KERNELS
Authors: DAVYDOV O PINKUS A
Citation: O. Davydov et A. Pinkus, BEST APPROXIMATION AND CYCLIC VARIATION DIMINISHING KERNELS, Journal of approximation theory, 89(3), 1997, pp. 380-423
3 WAREHOUSES FOR THE FUTURE
Authors: PINKUS A
Citation: A. Pinkus, 3 WAREHOUSES FOR THE FUTURE, Industrial engineering, 29(7), 1997, pp. 20-21
TDI-SUBSPACES OF C(R(D)) AND SOME DENSITY PROBLEMS FROM NEURAL NETWORKS
Authors: PINKUS A
Citation: A. Pinkus, TDI-SUBSPACES OF C(R(D)) AND SOME DENSITY PROBLEMS FROM NEURAL NETWORKS, Journal of approximation theory, 85(3), 1996, pp. 269-287
MULTIVARIATE POLYNOMIALS - A SPANNING QUESTION
Authors: PINKUS A WAJNRYB B
Citation: A. Pinkus et B. Wajnryb, MULTIVARIATE POLYNOMIALS - A SPANNING QUESTION, Constructive approximation, 11(2), 1995, pp. 165-180
A PROBLEM OF APPROXIMATION USING MULTIVARIATE POLYNOMIALS
Authors: PINKUS A WAJNRYB B
Citation: A. Pinkus et B. Wajnryb, A PROBLEM OF APPROXIMATION USING MULTIVARIATE POLYNOMIALS, Russian Mathematical Surveys, 50(2), 1995, pp. 319-340
FUNCTIONS THAT PRESERVE FAMILIES OF POSITIVE SEMIDEFINITE MATRICES
Authors: FITZGERALD CH MICCHELLI CA PINKUS A
Citation: Ch. Fitzgerald et al., FUNCTIONS THAT PRESERVE FAMILIES OF POSITIVE SEMIDEFINITE MATRICES, Linear algebra and its applications, 221, 1995, pp. 83-102
DETECTION AND DIRECTION DISCRIMINATION PERFORMANCE WITH FLICKER GRATINGS IN PERIPHERAL-VISION
Authors: MCCARTHY J PANTLE A PINKUS A
Citation: J. Mccarthy et al., DETECTION AND DIRECTION DISCRIMINATION PERFORMANCE WITH FLICKER GRATINGS IN PERIPHERAL-VISION, Vision research, 34(6), 1994, pp. 763-773
MULTILAYER FEEDFORWARD NETWORKS WITH A NONPOLYNOMIAL ACTIVATION FUNCTION CAN APPROXIMATE ANY FUNCTION
Authors: LESHNO M LIN VY PINKUS A SCHOCKEN S
Citation: M. Leshno et al., MULTILAYER FEEDFORWARD NETWORKS WITH A NONPOLYNOMIAL ACTIVATION FUNCTION CAN APPROXIMATE ANY FUNCTION, Neural networks, 6(6), 1993, pp. 861-867
FUNDAMENTALITY OF RIDGE FUNCTIONS
Authors: LIN VY PINKUS A
Citation: Vy. Lin et A. Pinkus, FUNDAMENTALITY OF RIDGE FUNCTIONS, Journal of approximation theory, 75(3), 1993, pp. 295-311
INTERPOLATION BY RIDGE FUNCTIONS
Authors: BRAESS D PINKUS A
Citation: D. Braess et A. Pinkus, INTERPOLATION BY RIDGE FUNCTIONS, Journal of approximation theory, 73(2), 1993, pp. 218-236
MOTION SIGNAL INTERACTIONS
Authors: PANTLE A PINKUS A STROUT J
Citation: A. Pantle et al., MOTION SIGNAL INTERACTIONS, Investigative ophthalmology & visual science, 33(4), 1992, pp. 973-973
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