Fuzzy Fractional Differential Equations
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Different materials and processes in many applied sciences like electrical circuits, biology, biomechanics, electrochemistry, electromagnetic processes and, others are widely recognized to be well predicted by using fractional differential operators in accordance with their memory and hereditary properties. For the complex phenomena, the modeling and their results in diverse widespread fields of science and engineering, are also so complicated and for achieving the accurate method the only powerful tool is fractional calculus. Indeed, the fractional calculus is not only a very important and productive topic, it also represents a new point of view that how to construct and apply a certain type of non-local operators to real-world problems.