Titlebook: STACS 96; 13th Annual Symposiu Claude Puech,Rüdiger Reischuk Conference proceedings 1996 Springer-Verlag Berlin Heidelberg 1996 Automat.alg

Mendicant

Embedding graphs with bounded treewidth into optimal hypercubes,+8, where . denotes the treewidth of the graph and . denotes the maximal degree of a vertex in the graph. Moreover, if the graph has constant treewidth or is represented by a tree-decomposition of width ., this embedding can be efficiently implemented on the optimal hypercube itself.

larder

Learning with confidence,further demand that the associated confidence in the answer (monotonically) approach 1 in the limit. In addition to being a more realistic model of learning, our new notion turns out to be a more powerful as well. In addition, we give precise characterizations of the classes of functions that are learnable in our new model(s).

忧伤

milligram

Extracting best consensus motifs from positive and negative examples,eness of the problem does not change for the type ..=Ω.∪ {Σ.}∪{Σ.¦1≤i≤ j}, where ..] is the set of strings over . of length between . and . Furthermore, for the BCM problem for .. we provide a polynomial-time greedy algorithm based on the probabilistic method. Its performance analysis shows an explicit approximation ratio of the algorithm.

Essential

New trends in quantum computing,ll beyond the grasp of current technology, quantum cryptography has been implemented and the prospects are encouraging for small-scale prototypes of quantum computation devices before the end of the millennium.

繁重

Parallel comparability graph recognition and modular decomposition, time using . processors and the modular decomposition algorithm runs in .(log .) time using .. processors (. and . respectively denote the number of vertices, the number of edges and the maximal degree of the undirected input graph).

整体

0302-9743 ithms, learning, parallel and distributed systems, cryptography, logic and database theory, algorithms, semantics and program verification, and communication complexity.978-3-540-60922-3978-3-540-49723-3Series ISSN 0302-9743 Series E-ISSN 1611-3349

Complement

Hallowed

Compressibility and resource bounded measure,measure 0. We also prove that the class of sets that are truth-table reducible to a .-selective set has .-measure 0 and that the class of sets that Turing reduce to a sub-polynomial dense set has .-measure 0. This strengthens various results.

OVER