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Results:
1-9
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Results: 9
Authors:
Franz, A
Schulzky, C
Hoffmann, KH
Citation: A. Franz et al., The Einstein relation for finitely ramified Sierpinski carpets, NONLINEARIT, 14(5), 2001, pp. 1411-1418
Authors:
Tarafdar, S
Franz, A
Schulzky, C
Hoffmann, KH
Citation: S. Tarafdar et al., Modelling porous structures by repeated Sierpinski carpets, PHYSICA A, 292(1-4), 2001, pp. 1-8
Authors:
Franz, A
Schulzky, C
Tarafdar, S
Hoffmann, KH
Citation: A. Franz et al., The pore structure of Sierpinski carpets, J PHYS A, 34(42), 2001, pp. 8751-8765
Authors:
Essex, C
Davison, M
Schulzky, C
Franz, A
Hoffmann, KH
Citation: C. Essex et al., The differential equation describing random walks on the Koch curve, J PHYS A, 34(41), 2001, pp. 8397-8406
Authors:
Davison, M
Essex, C
Schulzky, C
Franz, A
Hoffmann, KH
Citation: M. Davison et al., Clouds, fibres and echoes: a new approach to studying random walks on fractals, J PHYS A, 34(20), 2001, pp. L289-L296
Authors:
Seeger, S
Franz, A
Schulzky, C
Hoffmann, KH
Citation: S. Seeger et al., Random walks on finitely ramified Sierpinski carpets, COMP PHYS C, 134(3), 2001, pp. 307-316
Authors:
Essex, C
Schulzky, C
Franz, A
Hoffmann, KH
Citation: C. Essex et al., Tsallis and Renyi entropies in fractional diffusion and entropy production, PHYSICA A, 284(1-4), 2000, pp. 299-308
Authors:
Schulzky, C
Essex, C
Davison, M
Franz, A
Hoffmann, KH
Citation: C. Schulzky et al., The similarity group and anomalous diffusion equations, J PHYS A, 33(31), 2000, pp. 5501-5511
Authors:
Franz, A
Schulzky, C
Seeger, S
Hoffmann, KH
Citation: A. Franz et al., An efficient implementation of the exact enumeration method for random walks on Sierpinski carpets, FRACTALS, 8(2), 2000, pp. 155-161
Risultati:
1-9
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