Results 301 to 310 of about 2,827,443 (335)
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MINIMUM SEPARATION IN WEIGHTED SUBDIVISIONS
International Journal of Computational Geometry & Applications, 2009We present polynomial time results for computing a minimum separation between two regions in a planar weighted subdivision. Our results are based on a (more general) theorem that characterizes a class of functions for which optimal solutions arise on the boundary of the feasible domain. A direct consequence of this theorem is that a minimum separation
James Palmer, Ovidiu Daescu
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A Class of Minimum Weight Shafts
Journal of Engineering for Industry, 1974Light weight shafts reduce bearing forces and allow the use of smaller bearings, seals, and supports. The Minimum Principle is used to set up the problem of determining the minimum weight shaft for a specified critical speed of given order. Specific examples include simply supported shafts and cantilevered shafts with and without a disk.
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Minimum support weights of binary codes
IEEE Transactions on Information Theory, 1993Summary: The minimum support weight, \(d_ r(C)\), of a binary linear code \(C\) is the size of the smallest support of any \(r\)-dimensional subcode of \(C\). The weight hierarchy of \(C\) is the set \(\{d_ r(C)|\) \(1\leq r\leq k\}\). Some relations between the minimum support weights are discussed.
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LONGITUDINAL STRENGTH AND MINIMUM WEIGHT
1962Abstract : the danger of brittle fracture and fatigue and the importance of built-in or thermal stresses are discussed, while the calculations are based on a tough material whose yield point is the maximum effective strength under tension and is determined by the plastic buckling strength under compression. The advantages of working beyond the buckling
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Microbial ecology of expanding oxygen minimum zones
Nature Reviews Microbiology, 2012Steven J Hallam
exaly
Minimum information reporting in bio–nano experimental literature
Nature Nanotechnology, 2018Matthew Faria +2 more
exaly

