Modelling and Optimization of Complex System: Lecture Notes in Control and Information Sciences, cartea 18

Maximum likelihood identification of an immune response model.- Stochastic model of the immune response.- A computational method for hierachical optimization of complex systems.- On regularity of solutions to constratined optimal control problems for systems with control appearing linearly.- Bilinear control structures in immunology.- Mathematical model of a disease and some results of numerical experiments.- Chronic forms of a disease and their treatment according to mathematical immune response models.- The effect of a time lag in the immune reaction.- Immunological aspects of neoplastic growth.- Structure functional arrangement of the immune system.- Mathematical models in immunology and their interpretation.- Clinical immunology: Problems and prospects.- Approximate solution of optimal control problems.- Numerical solution of adaptation problems by means of an evolution strategy.- Some models of taking optimal decisions in standardization.- On optimal control of discrete systems with delays.- Analysis of the influence of a system on objects as a problem of transformation of data tables.- On non-parametric algorithms of optimization.- Approximate solutions of an integer linear programming problem with resource variations.- On technology of modelling and optimization of complex systems.- Application of optimization methods to the problem of mathematical simulation of atmospheric processes and environment.- Optimum design of a magnet with finite elements.- Finite elements approximation in state identification of large scale linear space-distributed systems.- Mathematical modelling of socio-economic system.- On one representation of necessary conditions of optimality for discrete controlled systems.