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AN EXISTENCE THEOREM FOR ORDINARY DIFFERENTIAL EQUATIONS OF ORDER a e by Zbigniew Luszczki; Bogdan Rzepecki is a Mathematics article available to read on EtoBox.

What is AN EXISTENCE THEOREM FOR ORDINARY DIFFERENTIAL EQUATIONS OF ORDER a e about?

## ae(0,l] Let 0 0. In this note W9 study the existence of the unique solution on I to the Cauchy problem for-ordinary differential equations with a derivative of order <x. First, we need the concepts of fractional integration and differentiation. Let u be a function on the positive real axis. The integral of order oc of u is defined by the convolution integral t D " 0tu{t) = rfa i (t -S,0C " 1 u(8,d8 ' 0

Who reads AN EXISTENCE THEOREM FOR ORDINARY DIFFERENTIAL EQUATIONS OF ORDER a e?

It is typically read by researchers, students, and practitioners in Mathematics.

Author
Zbigniew Luszczki; Bogdan Rzepecki
Published
1987
Language
EN
Field
Mathematics (Physical Sciences)

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