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Results: 1-17 |
Results: 17
GROWTH-PROPERTIES OF EDEN MODEL WITH ACCELERATION SITES
Authors: MIYAZIMA S YOSHINAGA H NAGAMINE T TAKANO H KERTESZ J STANLEY HE
Citation: S. Miyazima et al., GROWTH-PROPERTIES OF EDEN MODEL WITH ACCELERATION SITES, Physica. A, 259(1-2), 1998, pp. 1-9
PROPAGATION OF SHORT-RANGE ORDER IN THE LATTICE-GAS
Authors: OOTA Y KAKIUCHI T MIYAZIMA S TANAKA T
Citation: Y. Oota et al., PROPAGATION OF SHORT-RANGE ORDER IN THE LATTICE-GAS, Physica. A, 250(1-4), 1998, pp. 103-114
PATH-INTEGRAL FORMULATION OF DYNAMICAL DENSITY-FUNCTIONAL EQUATION FOR DENSE FLUIDS
Authors: KAWASAKI K MIYAZIMA S
Citation: K. Kawasaki et S. Miyazima, PATH-INTEGRAL FORMULATION OF DYNAMICAL DENSITY-FUNCTIONAL EQUATION FOR DENSE FLUIDS, Zeitschrift fur Physik. B, Condensed matter, 103(3-4), 1997, pp. 423-431
MONTE-CARLO SIMULATION OF THE DYNAMICAL DENSITY-FUNCTIONAL EQUATION FOR SUPERCOOLED LIQUIDS
Authors: KAWASAKI K FUCHIZAKI K MIYAZIMA S
Citation: K. Kawasaki et al., MONTE-CARLO SIMULATION OF THE DYNAMICAL DENSITY-FUNCTIONAL EQUATION FOR SUPERCOOLED LIQUIDS, Progress of theoretical physics. Supplement, (126), 1997, pp. 305-308
A SIMPLE-MODEL FOR THE FORMATION OF HETEROGENOUS STRUCTURE
Authors: KAWASAKI K MIYAZIMA S
Citation: K. Kawasaki et S. Miyazima, A SIMPLE-MODEL FOR THE FORMATION OF HETEROGENOUS STRUCTURE, Progress of theoretical physics. Supplement, (126), 1997, pp. 309-312
CRITICAL EXPONENTS OF A 2-DIMENSIONAL CONTINUUM PERCOLATION SYSTEM
Authors: OKAZAKI A MARUYAMA K OKUMURA K HASEGAWA Y MIYAZIMA S
Citation: A. Okazaki et al., CRITICAL EXPONENTS OF A 2-DIMENSIONAL CONTINUUM PERCOLATION SYSTEM, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 54(4), 1996, pp. 3389-3392
POLISHING RATE FOR (100) AND (110) SURFACES
Authors: HASEGAWA Y MIYAZIMA S
Citation: Y. Hasegawa et S. Miyazima, POLISHING RATE FOR (100) AND (110) SURFACES, Physica. A, 233(3-4), 1996, pp. 663-671
AN INTERFACE OBTAINED BY COLLISION OF 2 INDEPENDENT ROUGH SURFACES - INVASION BY BURNING OF PAPER
Authors: UENO Y NAGAMINE T MARUYAMA K MIYAZIMA S
Citation: Y. Ueno et al., AN INTERFACE OBTAINED BY COLLISION OF 2 INDEPENDENT ROUGH SURFACES - INVASION BY BURNING OF PAPER, Physica. A, 233(3-4), 1996, pp. 672-677
FRACTALITY OF A MODIFIED CANTOR SET AND MODIFIED KOCH CURVE
Authors: MIYAZIMA S OOTA Y HASEGAWA Y
Citation: S. Miyazima et al., FRACTALITY OF A MODIFIED CANTOR SET AND MODIFIED KOCH CURVE, Physica. A, 233(3-4), 1996, pp. 879-883
FRACTAL PROPERTIES OF THE EDEN COLLISION INTERFACE
Authors: NAGAMINE T MIYAZIMA S KERTESZ J
Citation: T. Nagamine et al., FRACTAL PROPERTIES OF THE EDEN COLLISION INTERFACE, Physica. A, 233(3-4), 1996, pp. 897-904
ACKNOWLEDGMENTS
Authors: MIYAZIMA S
Citation: S. Miyazima, ACKNOWLEDGMENTS, Fractals, 4(3), 1996, pp. 7-7
AN INTERFACE OBTAINED BY COLLISION OF 2 INDEPENDENT ROUGH GROWING SURFACES - IMBIBITION OF INK INTO THE PAPER
Authors: NAGAMINE T MIYAZIMA S
Citation: T. Nagamine et S. Miyazima, AN INTERFACE OBTAINED BY COLLISION OF 2 INDEPENDENT ROUGH GROWING SURFACES - IMBIBITION OF INK INTO THE PAPER, Fractals, 4(3), 1996, pp. 293-303
PERCOLATED CRACKS IN A SOLID CONTAINING MANY INITIAL DEFECTS
Authors: NISHIUMA S HASEGAWA Y MIYAZIMA S
Citation: S. Nishiuma et al., PERCOLATED CRACKS IN A SOLID CONTAINING MANY INITIAL DEFECTS, Fractals, 4(3), 1996, pp. 377-384
UNTITLED
Authors: MIYAZIMA S
Citation: S. Miyazima, UNTITLED, Fractals, 4(2), 1996, pp. 7-7
FLUCTUATION OF SURFACE IN POLISHING PROCESS
Authors: HASEGAWA Y MIYAZIMA S NAMBA Y
Citation: Y. Hasegawa et al., FLUCTUATION OF SURFACE IN POLISHING PROCESS, Fractals, 4(2), 1996, pp. 213-218
CRACK-GROWTH IN SOLID WITH MANY INITIAL DEFECTS
Authors: NISHIUMA S MIYAZIMA S
Citation: S. Nishiuma et S. Miyazima, CRACK-GROWTH IN SOLID WITH MANY INITIAL DEFECTS, Fractals, 3(1), 1995, pp. 79-90
DISORDER ENTROPY AT THE PHASE-TRANSITION OF AGI AND AG2S
Authors: TANAKA T MIYAZIMA S KAKIUCHI T OOTA Y
Citation: T. Tanaka et al., DISORDER ENTROPY AT THE PHASE-TRANSITION OF AGI AND AG2S, Progress of theoretical physics. Supplement, (115), 1994, pp. 185-194
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