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Fractional derivatives supply a powerful tool in describing the memory and hereditary properties of many materials and processes [1, 2].
In other words, differential equations of arbitrary order describe memory and hereditary properties of various materials and processes.
In fact, differential equations of arbitrary order are capable of describing memory and hereditary properties of several materials and processes.
Fractional derivatives provide an excellent tool for the description of memory and hereditary properties of various materials and processes.
This useful property has significant applications in describing the memory and hereditary characters of many processes and systems.
In particular, fractional derivative is useful in describing the memory and hereditary properties of materials and processes.
Similar(5)
Fortunately, a new tool called fractional calculus has been found and applied in various systems since fractional derivatives possess the properties of good memory and being hereditary [11].
As is well known, many materials and processes with memory or hereditary properties and nonclassical phenomena in engineering can be described by fractional calculus [10, 11].
Environment, daily habits and hereditary factors all come into play.
In the 1920s, a thoughtful psychiatrist helpfully explained: "We often hear of hereditary talents, hereditary vices, and hereditary virtues, but whoever will critically examine the evidence will find that we have no proof of their existence".
He was the quintessential clinician and investigatorscholar, and made significant contributions to the understanding of hereditary anemias due to enzyme deficiencies and hereditary methemoglobinemia.
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