Fractional differential equations can present the physical pathways with the storage and inherited properties due to the memory factor of fractional order. The purpose of this work is …
S Mahata, RK Sinha - Journal of Scientific Computing, 2021 - Springer
We study the space-time finite element discretizations for time fractional parabolic integro- differential equations in a bounded convex polygonal domain in R^ d (d= 1, 2, 3) R d (d= 1 …
Generally, fractional partial integro-differential equations (FPIDEs) play a vital role in modeling various complex phenomena. Because of the several applications of FPIDEs in …
As a result of the study carried out over the previous three decades, fractional calculus has become much more essential due to its broad use in science and engineering. Fractional …
Fractional differential equations can present the physical pathways with the storage and inherited properties due to the memory factor of fractional order. The purpose of this work is …