H-Transforms: Theory and Applications

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Multivariate analogue of generalized Mittag-Leffler function (2011, background): “[11] S.L. Kalla, Integral operators involving Fox’s H-function, Acta Mexicana Cien.”
Representation of solutions and large-time behavior for fully nonlocal diffusion equations (2015, background): “We will need the following properties from Chapter 2 of [29].”
The Chronicles of Fractional Calculus (2017, unknown): “1980-1989 [183, 184, 146, 136, 162, 176, 137, 138] [125] 1990 [186] [68] 1991 [140, 139, 147, 61] 1992 [182, 33, 177, 130] [80] 1993 1994 [206, 85] 1995 [148] [172] 1996 [141, 170] 1997 [34, 118] 1998 [128] [173, 123] 1999 [158, 150, 193, 199] 2000 [67] 2001 [9, 13] [16] 2002 [201, 157, 54, 73, 72] ”
Science metrics on fractional calculus development since 1966 (2013, background): “Figure 2 (left) depicts the evolution of Da [19, 12, 56, 75, 57, 99, 60, 87, 100, 100, 77, 68, 85, 95, 69, 70, 71, 72, 78, 23, 102, 13, 96, 64, 114, 36, 79, 73, 91, 63, 84, 80, 105, 109, 4, 111, 82, 22, 27, 28, 110, 81, 67, 32, 29, 86, 52, 33, 117, 106, 55, 58, 112, 113, 108, 6, 15, 2, 41, 59, 10, 4”
PATHWAY FRACTIONAL INTEGRATION OPERATOR (2009, background): “All rights reserved. as the hypergeometric integral operators of Saigo [17], the generalized fractional integrals involving G- and H-functions in Kiryakova [10], etc.”