Sentence examples for stochastic transition from inspiring English sources
Early work implicitly suggesting applications of temporal reasoning to modelling and analysis of deterministic and stochastic transition systems is the theory of processes and events in Rescher and Urquhart (1971, Chapter XIV).
We then analyze the impact of relevant cost factors, stochastic transition from non-OOS to OOS, zero sale probability of the underlying demand, managers' perceived OOS likelihood, and even random fixes of shelf-OOS on optimal decisions.
Let G be a graph which is the Cartesian product of an infinite, locally finite tree T and a finite, connected graph A. On G, consider a stochastic transition operator P giving rise to a transient random walk and such that positive transitions occur only along the edges of G.
This stochastic transition could add randomness to the motion of Dictyostelium.
These results indicate that the cells showed ordered patterns lasting for 10 to 20 min and that the patterns then changed spontaneously via the stochastic transition of the patterns.
In terms of the advantage of randomness, we note similarities between the stochastic change of flagella rotations of bacteria and the stochastic transition of ordered patterns of Dictyostelium cells.
The full process X ( t ) has four stochastic transitions and a reduced process X ˜ ( t ) is defined by keeping a subset of the four stochastic transitions.
Dynamic evolution is generally through a unitary operator, but with doubly stochastic transitions if wavefunction collapse occurs.
Petri nets have been extended to consider stochastic transitions, in stochastic Petri nets (SPNs) and generalized SPNs (GSPNs).
The major benefit of the proposed model is its adaptability and flexibility to capture the detailed effects of varying insolation levels through stochastic transitions.
We use the notation X ˜ = X ( i, j, k ) to explicitly define which columns of the full matrix B are neglected in the approximate process, i.e. which stochastic transitions are neglected.
