bounded interval
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Related to bounded interval: unbounded interval
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References in periodicals archive
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Given a closed and bounded interval J = [0,1], consider the QFIE,
The curve [alpha] is convex with exactly one minimum and it is a graph on L defined in some bounded interval I = (-[x.sub.1], [x.sub.1]).
The curve [alpha] is concave with exactly one maximum and it is a graph on L defined in some bounded interval I = (-[x.sub.1], [x.sub.1]).
GARCIA-AMOR, connection between orthogonal polynomials on the unit circle and bounded interval, J.
On the bounded interval (1,1 + [epsilon]) equation (34) may be written approximately as
Integrating equation (36) on the bounded interval (1.1 + [epsilon]) yields
From (37) and (40), it follows that [xi] is a nonstandard jump function, which on the bounded interval (1,1 + [epsilon]) may be written as
We show rigorously why this occurs for a semi-infinite and bounded interval. We then extend the gridding algorithm to hyperbolic problems on bounded domains.
We handle a slightly more general problem in a bounded interval in 3.3.
Also, for wave problems we need to consider a slightly more general form for the equation (3.2), and we do that for a bounded interval.
At (2.6) and at Theorem 2.4 at (e) one can also consider an I which is a complement of a bounded interval. We leave the details for the reader.
Let D denote the set of all closed bounded intervals
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