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(d) Second order derivative.
The first and order derivative are separately shown in Eqs.
The Caputo fractional order derivative is defined as follows.
The second order derivative was computed according to Eq. 9.
In Section 2, the CF fractional order derivative is discussed.
After that, in 1819, Lacroix introduced fractional order derivative [2].
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The difference is that XYZ was a first-order derivative — its assets included real mortgages owned by actual homeowners.
A first-order derivative is.
where is the 4th-order derivative of.
where denotes the first-order derivative of.
where is the th-order derivative of.
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