Abstract
This work comprises of development and analysis of a new
mathematical model based on Descemet’s Stripping Endothelial Keratoplasty (DSEK). Formulating the nonlinear system of ordinary differential
equations to describe changes occuring in ocular parameters during DSEK
for scarred cornea, is a unique perspective. In this paper, the formation of
the model and the existence of its solution is proved. The stability of
DSEK model is discussed by the Jacobian matrix and its eigen values are
examined. Also this DSEK model is proved to be uniformly and Lipschitz
continuous
M. Khalida , Fareeha Sami Khan. (2020) Nonlinear DSEK Model: A Novel Mathematical Model that Predicts Stability in Ocular Parameters after Descemet’s Stripping Endothelial Keratoplasty, Punjab University Journal of Mathematics, Volume 52 , Issue No.4.
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