Results 291 to 300 of about 1,430,679 (327)
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Sequence of Preparatory Set for Response Movement
Perceptual and Motor Skills, 1988Electromyographic reaction times (EMG-RTs) of the right biceps brachii muscle were examined for two movement patterns, elbow flexion and forearm supination, in 8 healthy male subjects under simple and complex RT conditions with varied preparatory intervals (PIs): 0, 200, 400, 600, and 800 msec.
T, Kinugasa +3 more
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CLUSTER SETS OF MEROMORPHIC FUNCTIONS RELATIVE TO SEQUENCES OF COMPACT SETS
Mathematics of the USSR-Izvestiya, 1985Translation from Izv. Akad. Nauk SSSR, Ser. Mat. 48, No.6, 1196-1213 (Russian) (1984; Zbl 0563.30028).
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Logic Approximating Sequences of Sets
1987In various studies concerning computer science or artificial intelligence, in which approximation tools could be applied, there appears a need of gradual approximating descending set sequences X = (Xm) (e.g. of documents, objects, points) formed of elements satisfying some stronger and stronger conditions.
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Sequences of Ordered Sets and Catalan Numbers
Order, 1998A nonincreasing sequence \((d_1,\ldots,d_n)\) of non-negative integers is a down set sequence if there is a (partially) ordered set \(\{x_1,\ldots,x_n\}\) s.t. the cardinality of the downset of \(x_i\) is \(d_i.\) It is shown that the number of \(n\)-element down set sequences is just the \(n\)th Catalan number.
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Sets constructed from sequences of measures: Revisited
Journal of Symbolic Logic, 1983Let U and U′ be measures on a cardinal κ: that is, normal κ-complete ultrafilters on κ. The partial ordering ⊲ was defined in [M74]: we say U ⊲ U′ if U ∈ Vκ/U′. A model L(ℱ) was constructed in which this ordering was a well ordering, and it was shown that under proper assumptions the length of this well ordering could be any ordinal up to κ++L(ℱ).
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Representations of Sequences of Sets
American Journal of Mathematics, 1949Everett, C. J., Whaples, G.
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Equivalence Systems on Sets of Binary Sequences
Bulletin of the London Mathematical Society, 1991Let \(2^{\omega}\) be the set of all binary sequences. Let \(X\subseteq 2^ \omega\) and let \(e_ i\) be the equivalence relation on \(X\) given by equality for all components with index \(
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Proceedings. 1991 IEEE International Symposium on Information Theory, 2005
S.W. Golomb, T. Etzion, H. Taylor
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S.W. Golomb, T. Etzion, H. Taylor
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