CHARACTERISTICS OF AN ALGORITM FOR NON-STATIONARY POISSON PROCESS ESTIMATION

Abstract

The properties of the algorithm estimates of parameter of harmonic intensity for nonstationary Poisson process. The computational stability of the algorithm is proved.

Authors and Affiliations

Gleb Vodinchar

Keywords

Related Articles

HIGH-ENERGY PARTICLES FLUX ORIGIN IN THE CLOUDS, DARK LIGHTNING

Problem of high-energy particles flux origin in clouds is discussed. Conditions in which dark lightning preceding the ordinary one and creating additional ionization, fluxes of fast electrons with MeV energy prior to the...

APPROXIMATION OF FUNCTIONS IN GENERALIZED HOLDER SPACES AND THEIR MODIFICATIONS

We study rate of approximation of Valle Poussin means of Fourier series in generalized Holder spaces.

ON THE ASYMPTOTICS FOR THE FUNDAMENTAL SOLUTION OF THE ORDINARY FRACTIONAL ORDER DIFFERENTIAL EQUATION WITH CONSTANT COEFFICIENTS

The asymptotics of the fundamental solution of the linear ordinary differential equation of fractional order with constant coefficients, for large values of spectral parameter λ is found.

ALGORITHMS OF DIGITAL PROCESSING OF AN EARTH NEAR-SURFACE ELECTRIC FIELD INTENSITY USING A KALMAN FILTER

With the help of the Vaisala EFM550 electric field meter, long-term studies (2010-2017) of the course of the electric field strength in the area of the city of Nalchik were carried out. The article considers the use of d...

ON THE RELATION BETWEEN EARTHQUAKE AND ATMOSPHERIC ELECTRICITY

The change in the magnitude of the atmospheric electric field (AEF) before the earthquake and immediately after it, according to our model, is due to the fact that the protons of water atmospheric complexes turn out to b...

Download PDF file
  • EP ID EP466804
  • DOI 10.18454/2079-6641-2012-4-1-11-17
  • Views 98
  • Downloads 0

How To Cite

Gleb Vodinchar (2012). CHARACTERISTICS OF AN ALGORITM FOR NON-STATIONARY POISSON PROCESS ESTIMATION. Вестник КРАУНЦ. Физико-математические науки, 1(), 11-17. https://europub.co.uk/articles/-A-466804