RT Dissertation/Thesis
T1 Fractional Differential Equations
A1 Pimentel Sunio, Johnatan
K1 Fractional calculus
K1 Caputo fractional derivative
K1 Differential equation
K1 Fixed point theorem
AB Fractional calculus, the branch of mathematics dealing with derivatives and integrals of non-integerorder, began as a mere mathematical curiosity during the time of Leibniz but through the years hasdeveloped into a very dynamic field of research.Famous mathematicians such as Riemann, Liouville, Grunwald, Euler, Lagrange, Caputo andothers laid the foundation of the modern theory thus paving the way for fractional calculus to entermainstream mathematics.At present, this field of study is still developing rapidly. New concepts and ideas such as theCaputo-Fabrizio formulation for example, have emerged and applications in such varied fields asviscoelasticity, fluid flow, rheology, etc., have arisen.In this thesis we will address new problems and issues within this area.
YR 2017
FD 2017
LK http://hdl.handle.net/10347/15219
UL http://hdl.handle.net/10347/15219
LA eng
DS Minerva
RD 3 may 2026