Results 251 to 260 of about 9,422,773 (291)

Iterative Lexicographic Path Orders

2006
We relate Kamin and Levy’s original presentation of lexicographic path orders (LPO), using an inductive definition, to a presentation, which we will refer to as iterative lexicographic path orders (ILPO), based on Bergstra and Klop’s definition of recursive path orders by way of an auxiliary term rewriting sytem.
Jan Willem Klop, Vincent van Oostrom, Roel C. de Vrijer   +2 more
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Iterates of Fractional Order

Canadian Journal of Mathematics, 1950
The body of this paper is a complete answer to the following question:Let E be any space whatever. g(x) is a function mapping E into E. When does there exist a function f(x), of the same type, such that(1)
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Second Order Iterations

The College Mathematics Journal, 1999
(1999). Second Order Iterations. The College Mathematics Journal: Vol. 30, No. 5, pp. 393-396.
Joseph J. Roseman, Gideon Zwas
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Orders of Convergence for Iterative Procedures

SIAM Journal on Numerical Analysis, 1971
This paper is concerned with the order of convergence of iterative procedures for finding a zero of a nonlinear function defined on $R^n $. Some of the results provide conditions for determining the precise order of convergence of a method rather than the usual lower bound on the order.
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Supporting Partial Ordering with the Parallel Iterator

2009 International Conference on Parallel and Distributed Computing, Applications and Technologies, 2009
With the advent of multi-core processors, desktop application developers must finally face parallel computing and its challenges. A large portion of the computational load in a program rests within iterative computations. In object-oriented languages these are commonly handled using iterators which are inadequate for parallel programming. Consequently,
Nasser Giacaman, Oliver Sinnen
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On a Multivalued Iterative Equation of Order n

Journal of Convex Analysis, 2011
Because of no Lipschitz condition for upper semi-continuous (usc for short) multifunctions and some other technical difficulties, only the second order polynomial-like iterative equation with multifunctions was discussed but the general case of order n remains open.
Xu, Bing, Nikodem, Kazimierz, Zhang, Weinian   +2 more
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Optimal Eighth Order Iterative Methods

Mathematics in Computer Science, 2011
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Dynamics of a fifth-order iterative method

International Journal of Computer Mathematics, 2012
In this paper, we study the dynamical behaviour of a two-point iterative method with order of convergence five to solve nonlinear equations in the complex plane. In fact, we complement the dynamical study started in previous works with a more systematic analysis for polynomials with at most two different roots and different multiplicities. In addition,
José Manuel Gutiérrez Jiménez, Sergio Plaza, Natalia Romero   +2 more
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The dual iteration for fixed-order control

IEEE Transactions on Automatic Control, 1997
Summary: This paper proposes a new heuristic algorithm for fixed-order control problems using linear matrix inequalities. The authors call the algorithm the dual iteration because it is based on the iteration of two design steps, state feedback and filtering, which are dual to each other. Extensive numerical experiments will show that the algorithm has
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Iterated line graphs are maximally ordered

Journal of Graph Theory, 2006
AbstractA graph G is k‐ordered if for every ordered sequence of k vertices, there is a cycle in G that encounters the vertices of the sequence in the given order. We prove that if G is a connected graph distinct from a path, then there is a number tG such that for every t ≥ tG the t‐iterated line graph of G, Lt (G), is (δ(Lt (G)) + 1)‐ordered.
Martin Knor, Ludovít Niepel
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