transition function

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transition function

[tran′zish·ən ‚fəŋk·shən]
(computer science)
A function which determines the next state of a sequential machine from the present state and the present input.
References in periodicals archive ?
Combining Different LOS Regions Using Transition Functions
And then, we determine the number of transition functions to confirm the number of regimes in the PSTR model.
Alternatively, a unique solution of the forward system within the class of transition functions follows from Reuter's criterion that such uniqueness is equivalent to the assertion that the only sequence {[v.sub.j] : j [member of] S} [member of] [l.sup.+.sub.1] such that
We consider a general class of principal bundles associated with Moobius structures where the transition functions are determined by SU(2, 2) valued transition functions.
(2011), this study employs a bivariate framework to determine the relationship between the exchange rate volatility and the stress on the global financial markets and thereby examines the features of the transition functions. Therefore, the STR model of order p can be specified as:
There are two basic transition functions in this case; the Logistic Smooth Transition Regression model and the Exponential Smooth Transition Regression model.
In EHS-FSA, we have such transition functions [delta]([AtS.sup.t.sub.[alpha]], AI) = [AtS.sup.t'.sub.[alpha]], [delta]([CoS.sup.t.sub.[beta]], CI) = [CoS.sup.t'.sub.[beta]], and so on.
The transition function [g.sub.j] ([q.sub.it.sup.(j)]; [[gamma].sub.j], [c.sub.j]), j = 1,..., r is determined by Equation (2), where r + 1 is the number of regimes and [g.sub.j] ([q.sub.it.sup.(j)]; [[gamma].sub.j], [c.sub.j]), j = 1,..., r are the transition functions.
The idea of construction is by using the change of coordinate functions of supermanifold and transition functions of the superbundle.
Two forms of the transition functions given in Terasvirta are the logistic function:

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