A FAST ALGORITHM FOR FINDING KNEAREST NEIGHBORS WITH NONMETRIC DISSIMILARITY

We propose a strongly convergent algorithm for finding a common point in
the solution set of a class of pseudomonotone equilibrium problems and the set of fixed
points of nonexpansive mappings in a real Hilbert space. The proposed algorithm uses
only one projection and does not require any Lipschitz[r]

We apply Proposition 2.2 to several problems featured in the compendiumon optimization problems [5]:Weighted Independent Sets in Hypergraphs Given a hypergraph, or aset system, (S, C) where S is a set of weighted base elements (vertices) andC = {C1 , C2 , . . . , Cn } is a collection o[r]

... neither motifs can 22 Protein A Motif Discovery Algorithms Figure The One-to-Many (OTM) approach to finding motif from interaction data Dotted arrow denotes interaction between two sequences Motifs... directly for motifs Specifically, not many motif discovery algorithms (in fact, only one algori[r]

... and query processing and no use of DTDs or XML Schema 2.2 XML Twig Pattern Matching Algorithms Since XML twig pattern matching is widely considered as a core operation in XML queries processing, ... holistic XML twig pattern processing, including the reduction of intermediate results for twig qu[r]

Abstract. We propose a splitting algorithm for solving strongly equilibrium problems over the intersection of a finite number of closed convex sets given as the xed pointsets of nonexpansive mappings in a real Hilbert space. The algorithm is a combination between the gradient method and the MannKr[r]

Finding motifs in gene sequences is one of the most important problems of
bioinformatics and belongs to NPhard type. This paper proposes a new ant colony
optimization algorithm based on consensus approach, in which a relax technique is applied to
recognize the location of common motif. The efficienc[r]

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