approach to fuzzy differential equations in intuitionistic fuzzy metric spaces using generalized contraction theorems

Approach to fuzzy differential equations in fuzzy metrics using generalized contra ction theorems one of the most fascinating fields of mathematical inquiry is fixed point.in this direction, by utilizing the triangular property of fuzzy metric, we investigate certain special common fixed point solutions for a pair of self mappings without continuity on fuzzy metric spaces under the generalized contraction requirements. we also provide generalized ciri rsquo;s c contraction theorems and weak contraction theorems. the findings are corroborated by pertinent cases. additionally, we provide a workable application of the fuzzy differential equation s to guarantee the presence of a singular common solution to support our primary research.