THE BLOW UP OF THE SOLUTION OF FRACTIONAL ORDINARY DIFFERENTIAL EQUATIONS
Abstract: This paper
discusses the sufficient
condition so that
the solution of
the initial value problem of
fractional ordinary differential equation,
( ) = , ( ) on
[0, ) × (0, ∞). (0) =
> 0, where is Riemann-Liouville fractional derivative
operator defined as ( ): = 1 (1 −
) (
− ) ( ) and
is Gamma function with 0
< < 1, exists uniquely and blows
up in finite time.
Author: Bambang Hendriya
Guswanto
Kode Jurnal: jpmatematikagg090003
