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Fixed Point Approach to Bagley Torvik Problem

Year 2017, Volume: 2 Issue: 3, 50 - 57, 01.09.2017

Lale Cona

Abstract

In the present paper, a sufficient condition for existence and uniqueness of Bagley Torvik problem is obtained. The theorem
on existence and uniqueness is established. This approach permits us to use fixed point iteration method to solve problem for differential
equation involving derivatives of nonlinear order

Keywords

Fixed Point initial value problem Bagley-Torvik equation Riemann-Liouville derivative

Year 2017, Volume: 2 Issue: 3, 50 - 57, 01.09.2017

Lale Cona

Abstract

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Details

Other ID JA88JM34AP
Journal Section Research Article
Authors

Lale Cona This is me

Publication Date September 1, 2017
Published in Issue Year 2017 Volume: 2 Issue: 3

Cite

APA Cona, L. (2017). Fixed Point Approach to Bagley Torvik Problem. Communication in Mathematical Modeling and Applications, 2(3), 50-57.
AMA Cona L. Fixed Point Approach to Bagley Torvik Problem. CMMA. September 2017;2(3):50-57.
Chicago Cona, Lale. “Fixed Point Approach to Bagley Torvik Problem”. Communication in Mathematical Modeling and Applications 2, no. 3 (September 2017): 50-57.
EndNote Cona L (September 1, 2017) Fixed Point Approach to Bagley Torvik Problem. Communication in Mathematical Modeling and Applications 2 3 50–57.
IEEE L. Cona, “Fixed Point Approach to Bagley Torvik Problem”, CMMA, vol. 2, no. 3, pp. 50–57, 2017.
ISNAD Cona, Lale. “Fixed Point Approach to Bagley Torvik Problem”. Communication in Mathematical Modeling and Applications 2/3 (September 2017), 50-57.
JAMA Cona L. Fixed Point Approach to Bagley Torvik Problem. CMMA. 2017;2:50–57.
MLA Cona, Lale. “Fixed Point Approach to Bagley Torvik Problem”. Communication in Mathematical Modeling and Applications, vol. 2, no. 3, 2017, pp. 50-57.
Vancouver Cona L. Fixed Point Approach to Bagley Torvik Problem. CMMA. 2017;2(3):50-7.