On a Mathematical Model of Tumor-Immune Interaction with a Piecewise Differential and Integral Operator-predator
system, of tumor-immune interaction with piecewise differential and
integral operators is developed
Runge–Kutta pairs suited for SIR-type epidemic modelsModeling the infectious diseases concludes in
systems of ordinary differential equations (
ODEs Finite difference schemes and classical transcendental functions scheme:
integrals specify an elliptic curve or unicursal curve. For autonomous
systems describing