bounded sequence

bounded sequence

[′bau̇nd·əd ′sē·kwəns]
(mathematics)
A sequence whose members form a bounded set.
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References in periodicals archive ?
n] [subset or equal to] X be an f--statistically bounded sequence, then the set [[GAMMA].
n[member of]N] is a bounded sequence of invertible s-by-s real matrices such that ([A.
In other words [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] is a bounded sequence.
This iteration is known as modified Mann iteration with errors, where {un}e X is a bounded sequence and are error terms and {[a.
Insightful studies for nonconvex problems are presented in [12,13]: if nonconvex structured functions of the type L = f(x) + Q(x, y) + g(y) has the Kurdyka-Lojasiewicz (K-L) property, then each bounded sequence generated by a proximal alternating minimization algorithm converges to a critical point of L.
n]} be a uniformly bounded sequence of positive linear operators from [L.
A simple, but important exponentially bounded sequence is the sequence [LAMBDA] with [[delta].
A linear operator T: X [right arrow] Y is called a compact operator if it maps every locally bounded sequence {[x.
k]) is a bounded sequence and hence an analytic sequence.