Instantaneous and non-instantaneous impulsive boundary value problem involving the generalized -caputo fractional derivative

HIGHLIGHTS

  • who: Dongping Li and collaborators from the School of Sciences, Xi`an Technological University, Xi`an, China have published the research work: Instantaneous and Non-Instantaneous Impulsive Boundary Value Problem Involving the Generalized -Caputo Fractional Derivative, in the Journal: (JOURNAL)
  • what: This work showed that the non-instantaneous impulse has more advantages in describing the human body`s absorption, diffusion, and metabolism of drugs.

SUMMARY

    Fractional calculus is an expansion of Newton Leibniz`s integer order differential and integral. The impulsive FDE can reflect the phenomenon that the state of a . . .

     

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