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Results:
1-7
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Results: 7
Authors:
KESSLER DA
OLAMI Z
OZ J
PROCACCIA I
SOMFAI E
SANDER LM
Citation: Da. Kessler et al., DIFFUSION-LIMITED AGGREGATION AND VISCOUS FINGERING IN A WEDGE - EVIDENCE FOR A CRITICAL ANGLE, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 57(6), 1998, pp. 6913-6916
Authors:
OZ J
HEYMAN E
Citation: J. Oz et E. Heyman, MODAL-THEORY FOR THE 2-FREQUENCY MUTUAL COHERENCE FUNCTION IN RANDOM-MEDIA - BEAM WAVES, Waves in random media, 8(2), 1998, pp. 159-174
Authors:
OZ J
HEYMAN E
Citation: J. Oz et E. Heyman, WIGNER-VILLE DISTRIBUTION FOR PULSE-PROPAGATION IN RANDOM-MEDIA - PULSED PLANE-WAVE, Waves in random media, 8(2), 1998, pp. 175-191
Authors:
OZ J
HEYMAN E
Citation: J. Oz et E. Heyman, MODAL-THEORY FOR THE 2-FREQUENCY MUTUAL COHERENCE FUNCTION IN RANDOM-MEDIA - GENERAL-THEORY AND PLANE-WAVE SOLUTION .1., Waves in random media, 7(1), 1997, pp. 79-93
Authors:
OZ J
HEYMAN E
Citation: J. Oz et E. Heyman, MODAL-THEORY FOR THE 2-FREQUENCY MUTUAL COHERENCE FUNCTION IN RANDOM-MEDIA - GENERAL-THEORY AND PLANE-WAVE SOLUTION .2., Waves in random media, 7(1), 1997, pp. 95-106
Authors:
OZ J
Citation: J. Oz, MODAL-THEORY FOR THE 2-FREQUENCY MUTUAL COHERENCE FUNCTION IN RANDOM-MEDIA - POINT-SOURCE, Waves in random media, 7(1), 1997, pp. 107-117
Authors:
OZ J
HEYMAN E
Citation: J. Oz et E. Heyman, MODAL SOLUTION TO THE PLANE-WAVE 2-FREQUENCY MUTUAL COHERENCE FUNCTION IN RANDOM-MEDIA, Radio science, 31(6), 1996, pp. 1907-1917
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1-7
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