recurrence relation

(redirected from Recursive sequence)

recurrence relation

[ri′kər·əns ri‚lā·shən]
(mathematics)
An equation relating a term in a sequence to one or more of its predecessors in the sequence.
References in periodicals archive ?
r] has arithmetical duality when its recursive sequence, [RS.
r]([beta], n) be a recursive sequence of base p, with re R.
In our first example we present a simple recursive sequence graphically, with the aim to argue what the ultimate value (the limit) should be.
We present a geometric (graphical) method, as shown below in Figure 1, for students to develop a better understanding of the limit of the recursive sequence.
Beginning with nouns, a total of three prefixal recursive patterns emerge, which are exemplified below, together with a predicate containing the recursive sequence in question:
Global attractivity in a rational recursive sequence.
Elabbasy et al [5] investigated the global stability, periodicity character and gave the solution of a special case of the recursive sequence
In this paper we give some criteria to decide whether we can bound the tail of a recursive sequence as in (1) by a polynomial term.
Abstract In this paper we investigate the boundedness, the periodic character and the global attractivity of the recursive sequence
k] behaviour of recursive sequences, with applications to subgroup counting.
Considering in turn discrete-time modeling, continuous-time modeling, and spatial modeling, they cover stochastic recursive sequences, Markov chains, stationary queues, the M/GI/1 queue, the Poisson process, the Markov process, systems with delay, loss systems, and spatial point processes.

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