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The Kolmogorov equation in the stochastic fragmentation theory and branching processes with infinite collection of particle typesprobability theory

Extraction of prefronto-amygdalar pathways by combining probability maps connections. In this study we applied a novel probabilistic fiber tracking method to assess the structural

Renewal redundant systems under the Marshall-Olkin failure model. A probability analysis by the use of probability interpretation of the Laplace-Stieltjes transformations (LSTs), and of probability

Linear spaces with probability measures, ultraproducts and contiguityThe ultraproducts of measurable linear spaces with probability measure are considered. We study

Modification of the rla model for presenting a cluster system of a composite material with a fractal filler structure) was applied. Analysis of the distribution structure of copper particles in a polymer matrix at filler

Description of the low-lying collective states of Zr 96 based on the collective Bohr Hamiltonian including the triaxiality degree of freedom in Zr96 whose properties, which include excitation energies and E2, E0, and M1 transition probabilities

The Shortest Time and/or the Shortest Path Strategies in a CA FF Pedestrian Dynamics Modeltransition probabilities

Application of splitting to failure estimation in controllable degradation system, calculation of the failure probability, the average length of the regeneration cycle with or without failure

Two-Phase Resource Queueing System with Requests Duplication and Renewal Arrival Process). We apply the dynamic screening method and the asymptotic analysis method to obtain an approximation

Observation of Persistent Currents in Finely Dispersed Pyrolytic Graphite
moment remain unchanged when the applied magnetic field is varied within ±1 T at T K. The trapped

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