Oncolytic viral immunotherapy is gaining considerable prominence in the realm of chronic
diseases treatment and rehabilitation. Oncolytic viral therapy is an intriguing therapeutic …

Over the years, the systematic search for stiff model solvers that are near-optimal has
attracted the attention of many researchers. An attempt has been made in this research to …

In this research article, a pair of optimized two-step second derivative methods is derived
and implemented on stiff systems. The influence of equidistant and non-equidistant hybrid …

The dynamics of viral infection within-plant hosts are of critical importance for characterizing
the prevalence and impact of plant diseases. However, few mathematical modeling efforts …

Plant disease incidence rate and impacts can be influenced by viral interactions amongst
plant hosts. However, very few mathematical models aim to understand the viral dynamics …

Attracted by the importance of ordinary differential equations in many physical situations like,
engineering, business and health care in particular, an effective and successful numerical …

Over time, uncertainty has significantly affected the modeling of real-world phenomena,
stemming from insufficient information/data, measurement errors, or challenges in …

In this study, the six-point implicit block method for solving y′=(𝓌, y) has been derived. The
proposed block method was formulated by using Hermite interpolating polynomials. The …

The research paper formulates a variable step block backward differentiation formula
(VSBBDF) for solving nonlinear fuzzy differential equations (FDEs). Developed to address …

It is a known fact that systems of nonlinear ordinary differential equations have been known
to be tedious to solve. In fact, some of the systems of nonlinear differential equations do not …