Results 221 to 230 of about 2,086,718 (267)
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Complex Variables and Elliptic Equations, 2009
We study meromorphic functions on the complex plane with given growth of the spherical derivative. We find a criterion of Lohwater–Pommerenke type for non-weighted Yosida functions, and apply this result to obtain a version of Lappan's 5-point theorem.
R. Aulaskari, S. Makhmutov, J. Rättyä
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We study meromorphic functions on the complex plane with given growth of the spherical derivative. We find a criterion of Lohwater–Pommerenke type for non-weighted Yosida functions, and apply this result to obtain a version of Lappan's 5-point theorem.
R. Aulaskari, S. Makhmutov, J. Rättyä
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The Probability Weighting Function
Econometrica, 1998Summary: A probability weighting function \(w(p)\) is a prominent feature of several non-expected utility theories, including prospect theory and rank-dependent models. Empirical estimates indicate that \(w(p)\) is regressive (first \(w(p)>p\), then \(w(p)
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Acta Crystallographica Section D Biological Crystallography, 1997
A simple probability expression is derived to discriminate the intermolecular vectors in the cross rotation function. The radial weighting function introduced takes into account both particle anisometry and crystal packing and can be incorporated into existing molecular replacement packages.
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A simple probability expression is derived to discriminate the intermolecular vectors in the cross rotation function. The radial weighting function introduced takes into account both particle anisometry and crystal packing and can be incorporated into existing molecular replacement packages.
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Weighted inequalities for q-functions
Illinois Journal of Mathematics, 2021zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Gałązka, Tomasz, Osękowski, Adam
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Birth weight and renal function
Current Opinion in Nephrology and Hypertension, 2002Low birth weight due to premature birth or to intrauterine growth retardation adversely affects normal renal development. In the period immediately after birth, the short-term renal-related consequences of low birth weight are an increased risk of acute renal failure as well as transient imbalance of fluid and electrolyte homeostasis.
Tivadar, Tulassay, Barna, Vásárhelyi
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Neuromuscular function in weight-trainers
Experimental Neurology, 1983Electrophysiologic measurements were made on the median-innervated thenar muscles and triceps surae in 17 weight-trainers (bodybuilders and weight-lifters) and in control subjects. In the median-innervated thenar muscles, the weight-trainers presented normal values for motor unit counts, reflex potentiation, and twitch contractile properties; however ...
D G, Sale +3 more
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Weighted Quasi-Arithmetic Means: Utility Functions and Weighting Functions
2013This paper discusses weighted quasi-arithmetic means from viewpoint of a combined index of utility functions and weighting functions, which represent stochastic risk in economics. The combined index characterizes decision maker's attitude and background risks in stochastic environments by conditional expectation representations of weighted quasi ...
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Pattern Recognition, 1988
Abstract The use of chord functions in shape recognition has been investigated by many authors, with most attention on the angle chord function as the metric chord function has weak discriminatory power. We introduce weighted chord functions which incorporate the metric information into the angle function.
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Abstract The use of chord functions in shape recognition has been investigated by many authors, with most attention on the angle chord function as the metric chord function has weak discriminatory power. We introduce weighted chord functions which incorporate the metric information into the angle function.
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2020
The weight functions first appeared in a construction of (q-)hypergeometric integral solutions to the (q-)KZ equations. See, for example, (Tarasov and Varchenko, Asterisque 246 (1997); Mimachi, Duke Math. J. 85, 635–658 (1996); Matsuo, Comm. Math. Phys. 151, 263–273 (1993)). Recently it has been shown (Gorbounov et al., J. Geom. Phys. 74, 56–86 (2013);
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The weight functions first appeared in a construction of (q-)hypergeometric integral solutions to the (q-)KZ equations. See, for example, (Tarasov and Varchenko, Asterisque 246 (1997); Mimachi, Duke Math. J. 85, 635–658 (1996); Matsuo, Comm. Math. Phys. 151, 263–273 (1993)). Recently it has been shown (Gorbounov et al., J. Geom. Phys. 74, 56–86 (2013);
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Probability Weighting Functions* [PDF]
, 2010 In this paper we begin by stressing the empirical importance of non-linear weighting of probabilities, which expected utility theory (EU) is unable to accommodate. We then go on to outline three stylized facts on non-linear weighting that any alternative theory of risk must address.
Dhami, S., al-Nowaihi, Ali
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