Results 131 to 140 of about 316,009 (216)
Practical and Efficient Split Decomposition via Graph-Labelled Trees [PDF]
, 2012 Split decomposition of graphs was introduced by Cunningham (under the name join decomposition) as a generalization of the modular decomposition. This paper undertakes an investigation into the algorithmic properties of split decomposition.
Corneil, Derek +3 more
core
On a model for the storage of files on a hardware II : Evolution of a typical data block [PDF]
, 2006 We consider a generalized version in continuous time of the parking problem of Knuth. Files arrive following a Poisson point process and are stored on a hardware identified with the real line, at the right of their arrival point.
Bansaye, Vincent
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Congenital Arteriovenous Fistulae of the Extremities [PDF]
, 1957 Douglas Robertson
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Zipline-Related Injuries Treated in US EDs, 1997-2012
, 2015 Purpose To investigate the epidemiology of zipline-related injuries in the United States. Basic Procedures The National Electronic Injury Surveillance System database was used to examine non-fatal zipline-related injuries treated in US emergency ...
Anderegg, Jonathan J. +4 more
core
Extreme types and extremal models
Annals of Pure and Applied LogicIn the affine fragment of continuous logic, type spaces are compact convex sets. I study some model theoretic properties of extreme types. It is proved that every complete theory $T$ has an extremal model, i.e. a model which realizes only extreme types.
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Extremal Properties of Extreme Value Distributions
The Annals of Mathematical Statistics, 1951 The upper and lower bounds for the expectation, the coefficient of variation, and the variance of the largest member of a sample from a symmetric population are discussed. The upper bound for the expectation (Table 1, Fig. 1), the lower bound for the C.V. (Table 2, Fig. 4) and the lower bound for the variance (Fig.
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Clinical Lecture ON A CASE OF DISSEMINATED CEREBRO-SPINAL SCLEROSIS IN AN EARLY STAGE, AFFECTING EXCLUSIVELY THE RIGHT EXTREMITIES. [PDF]
, 1885 Dyce Duckworth
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On extreme constant width bodies in $\mathbb{R}^3$ [PDF]
arXivWe consider the family of constant width bodies in $\mathbb{R}^3$ which is convex under Minkowski addition. Extreme shapes cannot be expressed as a nontrivial convex combination of other constant width bodies. We show that each Meissner polyhedra is extreme. We also explain that each constant width body obtained by rotating a symmetric Reuleaux polygon
arxiv
AMMONIUM UPTAKE BY THE EXTREMITIES AND BRAIN IN HEPATIC COMA, 12 [PDF]
, 1958 Leslie T. Webster, George J. Gabuzda
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