نتایج جستجو برای: midpoint inequality

تعداد نتایج: 60616  

Journal: :Ecology letters 2016
Robert K Colwell Nicholas J Gotelli Louise A Ashton Jan Beck Gunnar Brehm Tom M Fayle Konrad Fiedler Matthew L Forister Michael Kessler Roger L Kitching Petr Klimes Jürgen Kluge John T Longino Sarah C Maunsell Christy M McCain Jimmy Moses Sarah Noben Katerina Sam Legi Sam Arthur M Shapiro Xiangping Wang Vojtech Novotny

We introduce a novel framework for conceptualising, quantifying and unifying discordant patterns of species richness along geographical gradients. While not itself explicitly mechanistic, this approach offers a path towards understanding mechanisms. In this study, we focused on the diverse patterns of species richness on mountainsides. We conjectured that elevational range midpoints of species ...

Journal: :Journal of Visualization and Computer Animation 2005
Pascal Volino Nadia Magnenat-Thalmann

Implicit integration methods have contributed to large performance enhancements in the field of simulation of particle-system mechanical models. While Backward Euler and BDF-2 methods are now widely used for cloth simulation applications, the Implicit Midpoint method is often overlooked, because of its poor stability properties. It is however as simple to implement as Backward Euler, and offers...

Journal: :Physical review. E, Statistical, nonlinear, and soft matter physics 2010
Seung Ki Baek Petter Minnhagen Beom Jun Kim

The concept of midpoint percolation has recently been applied to characterize the double percolation transitions in negatively curved structures. Regular d-dimensional hypercubic lattices are investigated in the present work using the same concept. Specifically, the site-percolation transitions at the critical thresholds are investigated for dimensions up to d=10 by means of the Leath algorithm...

Journal: :bulletin of the iranian mathematical society 0
r. lashkaripour university of sistan and baluchestan a. moazzen university of sistan and baluchestan

in this paper, two pairs of new inequalities are given, which decompose two hilbert-type inequalities.

1999
Tamás Erdélyi Giuseppe Mastroianni Vilmos Totik TAMÁS ERDÉLYI

Various important weighted polynomial inequalities, such as Bernstein, Marcinkiewicz, Nikolskii, Schur, Remez, etc. inequalities, have been proved recently by Giuseppe Mastroianni and Vilmos Totik under minimal assumptions on the weights. In most of the cases this minimal assumption is the doubling condition. Sometimes however, like in the weighted Nikolskii inequality, the slightly stronger A∞...

Journal: :Journal of applied mathematics & informatics 2014

Journal: :Fixed Point Theory and Applications 2014

Journal: :International Journal of Mathematics and Mathematical Sciences 1978

Journal: :bulletin of the iranian mathematical society 2012
r. lashkaripour a. moazzen

in this paper, two pairs of new inequalities are given, which decompose two hilbert-type inequalities.

Journal: :AJNR. American journal of neuroradiology 2007
S Vijayasekaran M J Halsted M Boston J Meinzen-Derr D M E Bardo J Greinwald C Benton

BACKGROUND AND PURPOSE The size of vestibular aqueducts (VAs) seen on CT studies varies. The current practice of calling a VA enlarged when it exceeds a certain threshold (eg, 1.5 mm at the midpoint) is arbitrary. Our hypothesis was that statistical analysis of the range of VA widths in a normal-hearing population would lead to a mathematic definition of the upper-limit-of-normal VA width. MA...

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