In this paper, an accurate and efficient Chebyshev wavelet-based technique is successfully
employed to solve the nonlinear oscillation problems. Numerical examples are also …

Theoretical models of an amperometric biosensor with product inhibition kinetics are
discussed. These models are based on non-stationary diffusion equations containing a non …

A theoretical model is presented for an amperometric biosensor with inhibition of the
substrate. This model is based on the non-stationary diffusion equations which contains a …

A theoretical model of a sensitivity and resistance of amperometry biosensors with substrate
inhibition kinetics is discussed. This model is based on the system of non-stationary diffusion …

In this paper, an amperometric biosensor model with substrate and product inhibition
kinetics is analysed. This model is a steady-state system of reaction-diffusion equations with …

A numerical model of an amperometric-enzymatic uric acid biosensor for a non-relentless
condition has been developed. This model depends on the arrangement of nonlinear …

In this study, we have investigated the mathematical model of an immobilized enzyme
system that follows the Michaelis–Menten (MM) kinetics for a micro-disk biosensor. The film …

In this paper, we propose and study several inverse problems of identifying/determining
unknown coefficients for a class of coupled PDE systems by measuring the average flux …

In this paper, we describe the problem of describing the transport and catalytic kinetics at
immobilized enzymes in an electronically conductive polymer thin film where substrate …

The theoretical analysis of the steady-state amperometric oxidase enzyme–membrane
electrode is developed. The model is based on diffusion equations containing a non-linear …