Abstract
Existence and unicity of solutions of third order non-linear differential equations is an interesting area of current research and a great deal of work has been done by many authors during the last few years. The idea of matching solutions of two-point boundary value problems at the common point of solutions is very fascinating.
Keywords:
Fuzzy sets and systems, Three Point Fuzzy Boundary Value Problems, Existence and Uniqueness
References
D. Barr and Tom Sherman, “Existence and uniqueness of solution to three-point boundary value problems”, Journal of Differential equations, Vol. 13,issue 2,
p:197-212 (1973).
K. N. Murty and G.V. R. L. Sarma , “Theory of differential inequalities for two-point boundary value problems and their applications to three-point boundary value problems associated with nth order non-linear system of differential equations”, Applicable Analysis, Vol.81, p: 39-49 (2002).
Sriram Bhagavatula, Dileep Musa and K. N. Murty, “Kronecker product of matrices and their applications to self-adjoint two-point boundary value problems associated with first order matrix differential systems”, International Journal of Engineering and Computer Science, Vol.10, No.10, p: 25399-25407 (2021).
Sriram Bhagavatula, P. Sailaja and K. N. Murty, “Kronecker product of matrices and applications to two-point boundary value problems associated with first order matrix difference systems”, International Journal of Engineering and Computer Science, Vol.11, No.1, p: 25473-25482 (2022).
Sriram Bhagavatula, P. Ramesh and DileepDurani Musa, “Iterative technique for existence and uniqueness of solution to third order differential equations fixed point methods”, International Journal of Recent Scientific Research, Vol.13, No. 2, p; 427-431 (2022).
Kasi Viswanadh V. Kanuri, Sriram Bhagavatula and K. N. Murty, “Stability analysis of linear Sylvester system of first order differential equations”, International Journal of Engineering and Computer Science, Vol. 9, No. 11,
p: 25252-25259 (2020).
P. Sailaja, Sriram Bhagavatula, K. N. Murty, “ Existence of Ψ_α-bounded solutions of
linear first order Fuzzy Lyapunov systems”, International Research Journal of
Engineering andTechnology, Vol.08, No. 1, p: 393-402 (2021).
V. Lakshmikantham and D.Trigiante, “Theory of difference equations, Numerical methods and applications”, Academic Press, Newyork (1988).
V. Lakshmikantham, K. N. Murty and J. Turner, “Two-point boundary value
problems associated with non-linear fuzzy differential equation”, Mathematical
Inequalities &Applications, Vol. 4, No. 6, p: 527-533 (2001).
Lakshmi Vellanki N., Sriram Bhagavatula and Madhu J., “Stability analysis of
linear Sylvester system on time scale dynamical systems-A new approach”,
International Research Journal of Engineeringand Technology, Vol. 7, No. 12, p: 142-150 (2020).
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