In this paper, Mohand homotopy transform scheme is introduced to obtain the numerical
solution of fractional Kundu–Eckhaus and coupled fractional Massive Thirring equations …

The Smoluchowski's aggregation equation has applications in the field of bio-
pharmaceuticals (Zidar et al., 2018 [1]), financial sector (Pushkin et al., 2004 [2]), aerosol …

The varied applications of the aggregation and breakage equations in several fields of
science have attracted many researchers to explore accurate novel methods to calculate …

In this work, semi-analytical approaches such as the Adomian decomposition method
(ADM), and variational iteration method (VIM) are examined to solve the aggregation …

This study proposes a novel approach based on the variational iteration method to solve the
nonlinear aggregation population balance equation. The approach provides great flexibility …

In this paper, Adomian decomposition method (ADM) is used to obtain the exact and
numerical solutions of fragmentation (breakage) and aggregation (coalescence) population …

This paper deals with the study of fractional Kundu‐Eckhaus equation (FKEE) and fractional
massive Thirring problem (FMTP) that appear in the quantum field theory, weakly nonlinear …

In this paper, we introduce a modified variational iteration method to solve the
homogeneous Smoluchowski's coagulation equation. The approximate solutions are …

Purpose The main purpose of this paper is to calculate the analytical solution or a closed-
form solution for the temperature distribution in the heterogeneous casting-mould system …

This article presents analytic approximate solutions of the condensing coagulation model
(CCM) and Lifshitz-Slyzov equation (LSE) using two different semi-analytical schemes …