Fractional calculus extends the classical notions of differentiation and integration to non-integer orders, offering an adaptable framework that is particularly well suited to modelling anomalous ...

This rapidly evolving field extends classical discrete calculus by introducing non-integer, or fractional, orders of difference operators. Such an approach is particularly well suited to modelling ...

video: Compared with classical (or integer-order) calculus, which forms the mathematical basis of most control systems, fractional calculus is better equipped to handle the time-dependent effects ...

Fractional Calculus is a very popular subject among mathematicians and applied scientists. The nonlocal operators in fractional calculus provide solutions for challenging research topics and problems ...

IT IS the ultimate “your life in their hands” moment. The anaesthetist is counting down from 10. You are about to lose the ability to feel, to breathe independently. From the instant you lose ...

Frontiers has launched a research initiative inviting studies that integrate fractal geometry, fractional calculus, and AI to address complex earthquake engineering challenges. The call seeks ...