0000000001304678
AUTHOR
C. Bucher
The moment equation closure method revisited through the use of complex fractional moments
In this paper the solution of the Fokker Planck (FPK) equation in terms of (complex) fractional moments is presented. It is shown that by using concepts coming from fractional calculus, complex Mellin transform and related ones the probability density function response of nonlinear systems may be written in discretized form in terms of complex fractional moment not requiring a closure scheme.
CCDC 893174: Experimental Crystal Structure Determination
Related Article: C.H.Devillers, A.Milet, J.-C.Moutet, J.Pecaut, G.Royal, E.Saint-Aman, C.Bucher|2013|Dalton Trans.|42|1196|doi:10.1039/c2dt31667f
CCDC 893173: Experimental Crystal Structure Determination
Related Article: C.H.Devillers, A.Milet, J.-C.Moutet, J.Pecaut, G.Royal, E.Saint-Aman, C.Bucher|2013|Dalton Trans.|42|1196|doi:10.1039/c2dt31667f
CCDC 893172: Experimental Crystal Structure Determination
Related Article: C.H.Devillers, A.Milet, J.-C.Moutet, J.Pecaut, G.Royal, E.Saint-Aman, C.Bucher|2013|Dalton Trans.|42|1196|doi:10.1039/c2dt31667f
CCDC 175833: Experimental Crystal Structure Determination
Related Article: H.Kurosaki, C.Bucher, E.Espinosa, J.-M.Barbe, R.Guilard|2001|Inorg.Chim.Acta|322|145|doi:10.1016/S0020-1693(01)00549-7
CCDC 893175: Experimental Crystal Structure Determination
Related Article: C.H.Devillers, A.Milet, J.-C.Moutet, J.Pecaut, G.Royal, E.Saint-Aman, C.Bucher|2013|Dalton Trans.|42|1196|doi:10.1039/c2dt31667f