- fractional calculus modelling


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October 2002 - 021005
New FRACALMO PRE-PRINTS 0201, 0202, 0203

We are pleased to offer to the interested visitor of the WEB site the possibility of down-loading three new FRACALMO PRE-PRINTS.
We remind that the series of FRACALMO PRE-PRINTS is born to promote some papers by FRACALMO promoters that they find of particular interest: they can refer to (revised/up-dated) versions of old and new publications as well,

FRACALMO PRE-PRINT 0201 (LaTeX pp. 32)
by R. Gorenflo, Yu Luchko, F. Mainardi
"Analytical properties and applications of the Wright function",
Fractional Calculus and Applied Analysis, Vol. 4, No 2 (1999), pp. 383-414.

down-load the ps file:

FRACALMO PRE-PRINT 0202 (TeX pp. ii + 29)
by R. Gorenflo, F. Mainardi
"Random walk models for space-fractional diffusion"
Fractional Calculus and Applied Analysis, Vol. 1, No 2 (1998), pp. 167-191.

down load the ps file:

FRACALMO PRE-PRINT 0203 (LaTeX pp. 34 + 12 Figures)
by R. Gorenflo, F. Mainardi, D. Moretti, G. Pagnini, P. Paradisi

"Random walk models for space-time fractional diffusion",
Chemical Physics, Vol. 284, No 1/2 (2002), pp. 512-541.

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The FRACALMO PRE-PRINT 0201 is devoted to the Wright function, a noteworthy high transcendental function that plays a fundamental role in the solution of the time-fractional diffusion-wave equation

The FRACALMO PRE-PRINTS 0202 and 0203, devoted to the discrete random walk models for space fractional and space-time fractional diffusion equations respectively, represent the oldest and the most recent contribution in this topic by Gorenflo-Mainardi and collaborators.