SOLVING FUZZY INITIAL VALUE PROBLEM WITH DIRAC DELTA FUNCTION USING FUZZY LAPLACE TRANSFORMS
In this paper we investigate the solutions of second-order fuzzy initial value problem using the fuzzy Laplace transforms with Dirac delta function under the generalized differentiabilitiy. The related theorems and properties are given in detail and the method is illustrated by solving some examples.
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Generalized intuitionistic fuzzy laplace transform and its application in electrical circuit
In this paper we describe the generalized intuitionistic fuzzy laplace transform method for solving first order generalized intutionistic fuzzy differential equation. The procedure is applied in imprecise electrical circuit theory problem. Here the initial condition of those applications is taken as Generalized Intuitionistic triangular fuzzy numbers ...
MONDAL, S.p., ROY, T.k.
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A color extraction algorithm by segmentation. [PDF]
Wu Q +6 more
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High-Speed Temperature Control Method for MEMS Thermal Gravimetric Analyzer Based on Dual Fuzzy PID Control. [PDF]
Zhang X, Cao Z, Wang S, Yao L, Yu H.
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A hybrid computational framework for fractional cancer diffusion models in uncertain settings. [PDF]
Qayyum M +4 more
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Fuzzy and fractional analysis of cancer tumor dynamics with depression effects on chemotherapy. [PDF]
Qayyum M +5 more
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Fuzzy-fractional modeling of cholera disease using real outbreak data of angola in caputo-TFN framework. [PDF]
Fatima Q +5 more
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In this study, we will consider nonlinear non homogeneous third order fuzzy ordinary differential equation and solve using fuzzy Laplace transform under the generalized Hukuhara differentiability concept. The results of the solution of non-linear nonhomogeneous third order FODE is obtain using FLT by consider the equation .
H., Habibu,, T., Alhaji,
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Robust fractional-order adaptive cascaded strategy for mitigating load frequency deviations in renewable thermal hybrid systems. [PDF]
Halim YMA +5 more
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Decision making and soft computing: proceedings of the 11th international FLINS conference [PDF]
Dos Santos Machado, Liliane +3 more
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