In this paper, the solution to Fuzzy sequential Fractional Initial Value Problem [FFIVP] under Caputo type fuzzy fractional derivatives by a modified fractional Euler method is presented. The Caputo-type fuzzy fractional derivatives are defined based on Hukuhara difference and strongly generalized fuzzy differentiability. The modified fractional Euler method based on a generalized Taylors formu...

We present a one-way dissection formulation of high-order compact scheme for the solution of 2D Poisson equation. One-way dissection is a type of matrix reordering, divide and conquers procedure. Efficient and concise compact schemes of 4th and 6th orders are derived using the truncation errors of the Taylors’ series expansion of the governing equation. The system is split into sub-domains and ...

JOHN L. WEST, The Taylors of Lancashire, Manchester, [the author], 1977, 8vo, pp. 134, illus., £1.50 + postage (paperback). (Obtainable from: 11 Half Edge Lane, Eccles, Manchester). An excellent account of a remarkable medical family, based on extensive research into manuscript and printed sources. It extended over six or seven generations, from James Taylor (1708/10-1777) of Whitworth to Herbe...

The problem regarding of optimal power flow in bipolar DC networks is addressed this paper from the recursive programming stand view. A hyperbolic relationship between constant terminals and voltage profiles used to resolve networks. proposed approximation based on Taylors’ Taylor series expansion. In addition, nonlinear relationships dispersed generators are relaxed small voltage-magnitude var...

In this paper, the generalized Taylor’s expansion is presented for fuzzy-valued functions. To achieve this aim, fuzzyfractional mean value theorem for integral, and some properties of Caputo generalized Hukuhara derivative are necessarythat we prove them in details. In application, the fractional Euler’s method is derived for solving fuzzy fractionaldifferential equations in the sense of Caputo...