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Note on Certain Inequalities for Means in Two Variables
Arithmetic mean Geometric mean Identric mean
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2008/6/27
Note on Certain Inequalities for Means in Two Variables.
On Generalized Invariant Means and Separation Theorems
Separation theorem Invariant mean
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2008/6/27
We prove the existence of generalized invariant means on some functions spaces which are larger then the space of all bounded functions. Our results are applied to the study of functional inequalities...
On Some Spectral Results Relating to the Relative Values of Means
AGH inequality Means Relative values Spectrum
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2008/6/27
In the case of two positive numbers, the geometric mean is closer to the harmonic than to the arithmetic mean. We derive some spectral results relating to corresponding properties with more than two p...
On the Inequality of the Difference of Two Integral Means and Applications for PDFs
Ostrowski's inequality Probability density function Difference of integral means
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2008/6/27
A new inequality is presented, which is used to obtain a complement of recently obtained inequality concerning the difference of two integral means. Some applications for pdfs are also given.
On the Rate of Strong Summability by Matrix Means in the Generalized Hölder Metric
Strong approximation Matrix means Special sequences
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2008/6/27
In the paper we generalize (and improve) the results of T. Singh [5], with mediate function, to the strong summability. We also apply the generalization of L. Leindler type [3].
Some Inequalities for a Class of Generalized Means
Symmetric function Ky Fan inequality Harmonic-geometric mean inequality
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2008/6/27
In this paper, we define a symmetric function, show its properties, and establish several analytic inequalities, some of which are "Ky Fan" type inequalities. The harmonic-geometric mean inequality is...
Stolarsky Means of Several Variables
Stolarsky means Dresher means Dirichlet averages Totally positive functions Inequalities
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2008/6/26
A generalization of the Stolarsky means to the case of several variables is presented. The new means are derived from the logarithmic mean of several variables studied in [9]. Basic properties and ine...
Some Considerations on the Monotonicity Property of Power Means
Jensen's inequality Monotonicity Power means
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2008/6/26
Some Considerations on the Monotonicity Property of Power Means.
When Lagrangean and Quasi-Arithmetic Means Coincide
Mean Lagrangean mean Quasi-arithmetic mean Jensen equation Convexity
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2008/6/26
We give a complete characterization of functions generating the same Lagrangean mean and quasi-arithmetic mean . We also solve the equation imposing some additional conditions on and 。
Rain area delineation by means of multispectral cloud characterization from satellite
Rain area delineation multispectral cloud characterization satellite
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2010/1/28
The identification of precipitation areas by microwave based rain algorithms can be improved by means of cloud classification schemes based on multispectral observations. Several recent studies have d...
A nitrate sink in estuaries? An assessment by means of stable nitrate isotopes in the Elbe estuary
nitrate sink in estuaries stable nitrate isotopes Elbe estuary
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2014/4/18
To elucidate the fate of river-borne nitrate in the estuarine environment, we measured nitrate concentrations and d15N andd18O of nitrate along the salinity gradient in the estuary of the river Elbe, ...
Invariance in the Class of Weighted Lehmer Means
Lehmer means Generalized means Invariant means Complementary means Double sequences
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2010/1/22
We study invariance in the class of weighted Lehmer means. Thus we look at triples of weighted Lehmer means with the property that one is invariant with respect to the other two.
中国科学院爱因斯坦讲席教授学术报告--Hydrogen Generation by Means of Fluidized Bed Membrane Reactors
爱因斯坦
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2008/1/4
报告地点：大连化物所生物楼学术报告厅
报告时间：2007年1月8日 上午9:00-10:30
报告人简介：John R. Grace教授于1965年毕业于加拿大University of Western Ontario，获学士学位，1968年在英国剑桥...
CESRO MEANS CONNECTED WITH THE ALLIED SERIES OF A FOURIER SERIES
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2007/12/13
<正> 1.Introduction.It is classical that,if the Fourier series of a function ψ(t) ofbounded variation is (?) sin nt,the sequence (?) is bounded.This resultcannot be improved.“For,the function (?) whose...
Characterizations on Heavy-tailed Distributions by Means of Hazard Rate
equilibrium distribution hazard rate
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2007/12/10
Let F(x) be a distribution function supported on [0,∞), with an equilibrium distribution function F_e(x). In this paper we shall study the function r_e(x) = (-ln F-bar e(x))' = F-bar(x)/∫_x~∞ F-bar (u...