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This method relies on a Householder algorithm of variable order.
4, fractional variational Herglotz problems of variable order are considered.
Several lemmas and theorems pertaining to the stability of variable order systems are provided first.
Tavares et al. [27] studied the necessary conditions for the constrained FVP of variable order.
end{aligned} (15) The ABC fractional derivative of variable order is similar to (5) and (6).
Fractional variational Herglotz problems of variable order are considered and two cases are shown.
Similar(43)
However, the size of BDD, and therefore the efficiency of the whole methodology, depends dramatically on the choice of variable ordering.
This algorithm was employed for solving a class of variable-order fractional differential equations.
So it is significant to develop the concept of variable-order calculus.
The PST introduced in [6] belongs to the category of variable-order Markov models.
In this section, we introduce some preliminaries of variable-order fractional derivative.
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