Results 271 to 280 of about 337,808 (299)
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Philosophical Transactions of the Royal Society of London. Series A: Physical and Engineering Sciences, 1993
An integer is called y-smooth if all of its prime factors are ⩽ y . An important problem is to show that the y -smooth integers up to x are equi-distributed among short intervals.
Friedlander, John B., Granville, Andrew
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An integer is called y-smooth if all of its prime factors are ⩽ y . An important problem is to show that the y -smooth integers up to x are equi-distributed among short intervals.
Friedlander, John B., Granville, Andrew
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Smoothness and uniform smoothness
2018AbstractThe notions of smoothness and uniform smoothness of a space are discussed. The relation with differentiability of the norm is shown. The main tool, the modulus of smoothness of a space is studied.
Kazimierz Goebel, Stanisław Prus
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Geometriae Dedicata, 2001
A group is called smooth if it has a finite maximal chain of subgroups in which any two intervals of the same length are isomorphic (as lattices). The author shows that every finite smooth group \(G\) is a semidirect product of a \(p\)-group \(P\) by a cyclic group; and if \(G\) is neither cyclic nor a \(p\)-group, then \(P\) is Abelian of exponent at ...
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A group is called smooth if it has a finite maximal chain of subgroups in which any two intervals of the same length are isomorphic (as lattices). The author shows that every finite smooth group \(G\) is a semidirect product of a \(p\)-group \(P\) by a cyclic group; and if \(G\) is neither cyclic nor a \(p\)-group, then \(P\) is Abelian of exponent at ...
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Smoothness and Asymptotic Smoothness
2012This chapter describes the modulus of smoothness of a function in the direction of a family of subspaces and the much simpler notion of upper Fréchet differentiability. It also considers the notion of spaces admitting bump functions smooth in the direction of a family of subspaces with modulus controlled by ω(t).
Joram Lindenstrauss +2 more
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Journal of Chemometrics, 2005
AbstractIn many applications it is expected from theory that a signal should be non‐negative and unimodal, that is, show only one peak. If the data are noisy, standard smoothing algorithms will not always give the desired result: peaks may be rounded and negative lobes may occur in the tails.
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AbstractIn many applications it is expected from theory that a signal should be non‐negative and unimodal, that is, show only one peak. If the data are noisy, standard smoothing algorithms will not always give the desired result: peaks may be rounded and negative lobes may occur in the tails.
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Smooth-muscle contraction without smooth-muscle myosin
Nature Cell Biology, 2000Here we have used gene-targeting to eliminate expression of smooth-muscle myosin heavy chain. Elimination of this gene does not affect expression of non-muscle myosin heavy chain, and knockout individuals typically survive for three days. Prolonged activation, by KCl depolarisation, of intact bladder preparations from wild-type neonatal mice produces ...
I, Morano +7 more
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Smoothing Approximations for Some Piecewise Smooth Functions
Journal of the Operations Research Society of China, 2015zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Wu, Hao, Zhang, Peng, Lin, Gui-Hua
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