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One method solving the SFP is Byrne's CQ algorithm [4], which generates a sequence ( x n ) by the recursive procedure: x n + 1 = P C ( x n − ρ n A ∗ ( I − P Q ) A x n ), (1.3).
Consequently, Byrne [16, 17] proposed the so-called CQ algorithm which generates a sequence { x n } by the recursive procedure x n + 1 = P C ( x n − τ n A ∗ ( I − P Q ) A x n ), (2).
The most popular algorithm, among them, is Byrne's CQ algorithm, which generates a sequence { x n } by the recursive procedure x 1 ∈ H 1, x n + 1 = P C ( x n − τ n A ∗ ( I − P Q ) A x n ), n ≥ 1, (1.2).
We compared the solution provided by the recursive procedure with the solution calculated using a stable numerical method.
Experimental data showed that steady-state probabilities obtained by the recursive procedure differ less than 10−12 from an exact solution for this particular GJ model.
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We give a formula that describes the trade-off, and further analyze how the formula is affected by the controlling parameter of the recursive procedure.
By combining work on speech perception and speech production with a study of the recursive procedure that links them, "the speculations can be turned into a substantive research program," Dr. Chomsky said.
This claim has already been proven by Grenier et al. 14 The open question is when to stop the recursive procedure.
A recursive case calls the recursive procedure on a simpler case (usually a part of the input).
The design is based on the recursive procedure of the multivariable backstepping.
We next explain the recursive procedure to describe the hyperletters.
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