The Collocation Method For Fourth Order Fuzzy Boundary Value Problems

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Published: Dec 26, 2022
DOI: https://doi.org/10.35950/cbej.v20i85.8701

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Rasha H.Ibraheem
Department of Mathematics , College of Basic Education ,Al- mustansiriyah University, Baghdad- Iraq.

Abstract

    In this paper, the collocation method is considered to solve the nonhomogeneous  for fourth order fuzzy boundary value problems, In which the fuzziness appeared together in the boundary conditions and in the nonhomogeneous term of the differential equation. The method of solution depends on transforming the fuzzy problem to equivalent crisp problems using the concept of α-level sets.

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How to Cite
The Collocation Method For Fourth Order Fuzzy Boundary Value Problems. (2022). Journal of the College of Basic Education, 20(85), 1-10. https://doi.org/10.35950/cbej.v20i85.8701
Issue
Vol. 20 No. 85 (2014)
Section
pure science articles
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How to Cite

The Collocation Method For Fourth Order Fuzzy Boundary Value Problems. (2022). Journal of the College of Basic Education, 20(85), 1-10. https://doi.org/10.35950/cbej.v20i85.8701