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This method relies on a Householder algorithm of variable order.
Lines: variable order reaction model fitted to the data.
4, fractional variational Herglotz problems of variable order are considered.
Next, a theorem proposes an order/state estimator for linear variable order systems.
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.
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We develop an exponentially accurate fractional spectral collocation method for solving linear/nonlinear FPDEs with field-variable order.
Subsequently, VOAS ant proposes a new variable-order property to prioritize the global and local explorations.
This algorithm was employed for solving a class of variable-order fractional differential equations.
Lately, Shen et al. [18] proposed numerical techniques for the variable-order time fractional diffusion equation.
So it is significant to develop the concept of variable-order calculus.
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