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Results: 1-25 | 26-28
Results: 1-25/28
SIMULATION OF STATIONARY NON-GAUSSIAN TRANSLATION PROCESSES
Authors: GRIGORIU M
Citation: M. Grigoriu, SIMULATION OF STATIONARY NON-GAUSSIAN TRANSLATION PROCESSES, Journal of engineering mechanics, 124(2), 1998, pp. 121-126
A LOCAL SOLUTION OF THE SCHRODINGER-EQUATION
Authors: GRIGORIU M
Citation: M. Grigoriu, A LOCAL SOLUTION OF THE SCHRODINGER-EQUATION, Journal of physics. A, mathematical and general (Print), 31(43), 1998, pp. 8669-8676
A MONTE-CARLO SOLUTION OF TRANSPORT-EQUATIONS
Authors: GRIGORIU M
Citation: M. Grigoriu, A MONTE-CARLO SOLUTION OF TRANSPORT-EQUATIONS, Probalistic engineering mechanics, 13(3), 1998, pp. 169-174
THE ITO AND STRATONOVICH INTEGRALS FOR STOCHASTIC DIFFERENTIAL-EQUATIONS WITH POISSON WHITE-NOISE
Authors: GRIGORIU M
Citation: M. Grigoriu, THE ITO AND STRATONOVICH INTEGRALS FOR STOCHASTIC DIFFERENTIAL-EQUATIONS WITH POISSON WHITE-NOISE, Probalistic engineering mechanics, 13(3), 1998, pp. 175-182
LOCAL SOLUTIONS OF LAPLACE, HEAT, AND OTHER EQUATIONS BY ITO PROCESSES
Authors: GRIGORIU M
Citation: M. Grigoriu, LOCAL SOLUTIONS OF LAPLACE, HEAT, AND OTHER EQUATIONS BY ITO PROCESSES, Journal of engineering mechanics, 123(8), 1997, pp. 823-829
IDENTIFICATION OF STIFFNESS REDUCTIONS USING NATURAL FREQUENCIES
Authors: GRIGORIU M
Citation: M. Grigoriu, IDENTIFICATION OF STIFFNESS REDUCTIONS USING NATURAL FREQUENCIES, Journal of engineering mechanics, 123(6), 1997, pp. 647-647
MEAN AND COVARIANCE EQUATIONS FOR BOUNDARY-VALUE-PROBLEMS
Authors: GRIGORIU M
Citation: M. Grigoriu, MEAN AND COVARIANCE EQUATIONS FOR BOUNDARY-VALUE-PROBLEMS, Journal of engineering mechanics, 123(5), 1997, pp. 485-488
CONTROL OF TIME-DELAY LINEAR-SYSTEMS WITH GAUSSIAN WHITE-NOISE
Authors: GRIGORIU M
Citation: M. Grigoriu, CONTROL OF TIME-DELAY LINEAR-SYSTEMS WITH GAUSSIAN WHITE-NOISE, Probalistic engineering mechanics, 12(2), 1997, pp. 89-96
LINEAR-SYSTEMS WITH POLYNOMIALS OF FILTERED POISSON PROCESSES
Authors: GRIGORIU M WAISMAN F
Citation: M. Grigoriu et F. Waisman, LINEAR-SYSTEMS WITH POLYNOMIALS OF FILTERED POISSON PROCESSES, Probalistic engineering mechanics, 12(2), 1997, pp. 97-103
REPORT OF THE WORKING GROUP ON DYNAMICS
Authors: CASCIATI F GRIGORIU M DERKIUREGHIAN A WEN YK VROUWENVELDER T
Citation: F. Casciati et al., REPORT OF THE WORKING GROUP ON DYNAMICS, Structural safety, 19(3), 1997, pp. 271-282
ESTIMATION OF EFFECTIVE CONDUCTIVITY OF RANDOM HETEROGENEOUS MEDIA BYDIFFUSION-PROCESSES
Authors: GRIGORIU M
Citation: M. Grigoriu, ESTIMATION OF EFFECTIVE CONDUCTIVITY OF RANDOM HETEROGENEOUS MEDIA BYDIFFUSION-PROCESSES, Journal of applied physics, 82(9), 1997, pp. 4346-4349
SOLUTION OF SOME ELASTICITY PROBLEMS BY THE RANDOM-WALK METHOD
Authors: GRIGORIU M
Citation: M. Grigoriu, SOLUTION OF SOME ELASTICITY PROBLEMS BY THE RANDOM-WALK METHOD, Acta mechanica, 125(1-4), 1997, pp. 197-209
NON-GAUSSIAN ELLIPTICALLY CONTOURED ARMA MODELS
Authors: GRIGORIU M
Citation: M. Grigoriu, NON-GAUSSIAN ELLIPTICALLY CONTOURED ARMA MODELS, Journal of engineering mechanics, 122(4), 1996, pp. 334-341
LYAPUNOV EXPONENTS FOR NONLINEAR-SYSTEMS WITH POISSON WHITE-NOISE
Authors: GRIGORIU M
Citation: M. Grigoriu, LYAPUNOV EXPONENTS FOR NONLINEAR-SYSTEMS WITH POISSON WHITE-NOISE, Physics letters. A, 217(4-5), 1996, pp. 258-262
A PARTIAL-DIFFERENTIAL EQUATION FOR THE CHARACTERISTIC FUNCTION OF THE RESPONSE OF NONLINEAR-SYSTEMS TO ADDITIVE POISSON WHITE-NOISE
Authors: GRIGORIU M
Citation: M. Grigoriu, A PARTIAL-DIFFERENTIAL EQUATION FOR THE CHARACTERISTIC FUNCTION OF THE RESPONSE OF NONLINEAR-SYSTEMS TO ADDITIVE POISSON WHITE-NOISE, Journal of sound and vibration, 198(2), 1996, pp. 193-202
RESPONSE OF DYNAMIC-SYSTEMS TO POISSON WHITE-NOISE
Authors: GRIGORIU M
Citation: M. Grigoriu, RESPONSE OF DYNAMIC-SYSTEMS TO POISSON WHITE-NOISE, Journal of sound and vibration, 195(3), 1996, pp. 375-389
NON-GAUSSIAN NOISE EFFECTS ON RELIABILITY OF MULTISTABLE SYSTEMS
Authors: SIMIU E GRIGORIU M
Citation: E. Simiu et M. Grigoriu, NON-GAUSSIAN NOISE EFFECTS ON RELIABILITY OF MULTISTABLE SYSTEMS, Journal of offshore mechanics and Arctic engineering, 117(3), 1995, pp. 166-170
LINEAR AND NONLINEAR-SYSTEMS WITH NON-GAUSSIAN WHITE-NOISE INPUT
Authors: GRIGORIU M
Citation: M. Grigoriu, LINEAR AND NONLINEAR-SYSTEMS WITH NON-GAUSSIAN WHITE-NOISE INPUT, Probalistic engineering mechanics, 10(3), 1995, pp. 171-179
PARAMETRIC MODELS OF NONSTATIONARY GAUSSIAN-PROCESSES
Authors: GRIGORIU M
Citation: M. Grigoriu, PARAMETRIC MODELS OF NONSTATIONARY GAUSSIAN-PROCESSES, Probalistic engineering mechanics, 10(2), 1995, pp. 95-102
LINEAR-SYSTEMS SUBJECT TO NON-GAUSSIAN ALPHA-STABLE PROCESSES
Authors: GRIGORIU M
Citation: M. Grigoriu, LINEAR-SYSTEMS SUBJECT TO NON-GAUSSIAN ALPHA-STABLE PROCESSES, Probalistic engineering mechanics, 10(1), 1995, pp. 23-34
EQUIVALENT LINEARIZATION FOR POISSON WHITE-NOISE INPUT
Authors: GRIGORIU M
Citation: M. Grigoriu, EQUIVALENT LINEARIZATION FOR POISSON WHITE-NOISE INPUT, Probalistic engineering mechanics, 10(1), 1995, pp. 45-51
PROBABILISTIC MODELS AND SIMULATION METHODS FOR SEISMIC GROUND ACCELERATION
Authors: GRIGORIU M
Citation: M. Grigoriu, PROBABILISTIC MODELS AND SIMULATION METHODS FOR SEISMIC GROUND ACCELERATION, Meccanica, 30(1), 1995, pp. 105-124
A NEW PERSPECTIVE ON THE MOMENT CLOSURE METHOD
Authors: HASOFER AM GRIGORIU M
Citation: Am. Hasofer et M. Grigoriu, A NEW PERSPECTIVE ON THE MOMENT CLOSURE METHOD, Journal of applied mechanics, 62(2), 1995, pp. 527-532
MALE BREAST-CANCER
Authors: VASILE D PALADE R GRIGORIU M
Citation: D. Vasile et al., MALE BREAST-CANCER, British Journal of Surgery, 82, 1995, pp. 116-116
SENSITIVITY OF SEISMIC RESPONSE TO UNCERTAINTIES IN RESTORING FORCE MODEL - A MONTE-CARLO SIMULATION CASE-STUDY
Authors: BALOPOULOU S GRIGORIU M
Citation: S. Balopoulou et M. Grigoriu, SENSITIVITY OF SEISMIC RESPONSE TO UNCERTAINTIES IN RESTORING FORCE MODEL - A MONTE-CARLO SIMULATION CASE-STUDY, Engineering structures, 16(7), 1994, pp. 518-533
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