“…Thus, it has been widely used to study problems of modeling, identification, observation, and control (adaptive, predictive, robust, optimal, parallel distributed compensation (PDC), fault tolerant control, and so on) of various biological processes. [2][3][4][5][6][7][8][9][10][11] In this work, we consider a problem of trajectory tracking control of a fermentation process and we are particularly interested in taking into account the constraints in the control. The constraints are very important in practical situations to keep the physical and biological meaning, such as the positivity of the concentrations and boundness of variables.…”