Abstract
It is generally known that the design of linear systems for stochastic optimization for mean-square-error minimization leads to optimal systems that are insufficiently damped to be of practical utility. It is shown here that a modified definition of error, employing a properly chosen single-time-constant ideal, leads, on mean-square-error stochastic optimization, to systems which have much better damping characteristics. The procedure is illustrated by a typical gain-optimization problem in a servo system.
Notes
†Communicated by the Authors.