The Optimal Balance between Oncolytic Viruses and Natural Killer Cells: A Mathematical Approach

Oncolytic virotherapy (OV) is a cancer therapy utilizing lytic viruses that specifically target cancer cells for elimination. In this relatively new therapy, two contradictory observations have been made. Some studies showed that immune responses including activated natural killer (NK) cells post on...

Full description

Saved in:
Bibliographic Details
Published inMathematics (Basel) Vol. 10; no. 18; p. 3370
Main Authors Kim, Dongwook, Shin, Dong-Hoon, Sung, Chang K
Format Journal Article
LanguageEnglish
Published Basel MDPI AG 01.09.2022
Subjects
Adenoviruses
Anticancer properties
bifurcation
Cancer
Cancer therapies
Cell death
dynamical system
Equilibrium
Exact solutions
Food science
Immune system
Immunotherapy
Killer cells
mathematical model
Mathematical models
Mathematical research
NK cells
oncolytic virotherapy
Poliomyelitis
Population
Stability analysis
Therapy
Viral infections
Viruses
United States
Online AccessGet full text

Cover

More Information
Summary:Oncolytic virotherapy (OV) is a cancer therapy utilizing lytic viruses that specifically target cancer cells for elimination. In this relatively new therapy, two contradictory observations have been made. Some studies showed that immune responses including activated natural killer (NK) cells post oncolytic viral infection increased the cancer cell death, while others reported that such initial immune responses diminished the anti-tumor efficacy, which was caused by premature viral clearance. In this paper, we present a mathematical model to investigate the effect of NK cells on oncolytic virotherapy. Particularly, we focused on the minimum condition for NK cells to be activated in terms of parameters and how the activation of NK cells interacts and changes the dynamics among cancer, infected cancer cells and oncolytic virus. Analytic works for the existence and stability conditions of equilibrium points are provided. Numerical results are in good agreement with analytic solutions. Our numerical results show that equilibrium points can be created or destroyed by the activation of NK cells in a dynamical system and suggest that the balance between the bursting rate of the virus and the activation rate of NK cells is a crucial factor for successful OV therapy.
ISSN:2227-7390
2227-7390
DOI:10.3390/math10183370