DENSITY DISTRIBUTION AND INITIAL MOMENTS OF S-STATES FLOWS PULSES
Georgadze, F. V.Golik
Novgorod State University
The paper is received on April 16, 2014
Abstract. A calculation method of both distribution density and initial moments sojurn time of square
wave-form pulses flows superpositions in given state is proposed. Some special
cases partial flows of pusses and pauses durations are considered:
gamma-distributions superposition, hyper-Erlang distribution and degenerate
distribution. These results
can be used for analysis of both reliability and effectiveness of complex
systems functioning as well for parameters of asynchronous systems of
information transmission estimations.
Keywords: stochastic pulses flows, superposition of flows, flow of
coincidence, pulses duration, probability density, initial moment.