Analysis of measurement systems mathematical models by using the comparison of functions
We propose an approach to mathematical modeling for a system on the basis of comparing scalar products in spaces of real functions integrable on the segment. This approach may be used in discrete and continuous measurement systems and some combinatorial systems, in which comparison problem of function exists in the process of synthesis and optimal choice of their parameters. In theory, such problems are characteristic of boundary value problems for equations of mathematical physics, in particular for multi-point problems that describe oscillatory processes in mechanisms. We have found th