Abstract:
The article considers the problem of searching for objects of observation for the case,
when the sequence of their appearance satisfies the laws of spatial and temporal Poisson flow. Its
solution is obtained without taking into account the limitations associated with the significant
excess of the search effort intensity over the intensity of the flow of observation objects. As a
mathematical model, used for optimization of the search, the system of differential equations
describing dynamics of changing of mathematical expectation of number of objects present
in subdomains of the search system’s field of view, but not yet detected. A procedure for
optimizing the distribution of search effort intensity in search system channels for of dynamic
and steady state search modes. Presented are examples.
Keywords:search for observation objects, spatiotemporal Poisson flows, the distribution of search effort intensities in search system channels, an infinite system of Kolmogorov differential equations.
Presented by the member of Editorial Board:B. M. Miller