搜索结果: 1-15 共查到“应用数学 type inequalities”相关记录42条 . 查询时间(0.093 秒)
Kantorovich Type Inequalities for $1> p>0$
Kantorovich type inequality Order preserving inequality Concave function
2008/7/3
Kantorovich Type Inequalities for $1> p>0$.
The main result here is a simple general-purpose numerical inequality that can be used to produce a variety of Aczèl type inequalities with little effort.
Hardy Type Inequalities For Integral Transforms Associated With A Singular Second Order Differential Operator
Hardy type inequalities Integral transforms Differential operator
2008/7/1
Hardy Type Inequalities For Integral Transforms Associated With A Singular Second Order Differential Operator.
Hardy-Type Inequalities For Hermite Expansions
Atomic decomposition Fourier-Hermite coefficient Hardy spaces Hermite functions
2008/7/1
Hardy-Type Inequalities For Hermite Expansions.
Hermite-Hadamard Type Inequalities for Increasing Radiant Functions
Increasing radiant functions Abstract convexity Hermite-Hadamard type inequalities
2008/7/1
We study Hermite-Hadamard type inequalities for increasing radiant functions and give some simple examples of such inequalities.
Hilbert-Pachpatte Type Inequalities From Bonsall's Form of Hilbert's Inequality
Inequalities Hilbert's inequality sequences and functions homogeneous kernels conjugate and non-conjugate exponents the Beta function
2008/7/1
The main objective of this paper is to deduce Hilbert-Pachpatte type inequalities using Bonsall's form of Hilbert's and Hardy-Hilbert's inequalities, both in discrete and continuous case.
Improvements of Euler-Trapezoidal Type Inequalities with Higher-Order Convexity and Applications
Hadamard inequality Euler formula Convex functions Integral inequalities Numerical integration
2008/7/1
We improve a bounds relating to Euler's formula for the case of a function with higher-order convexity properties. These are used to improve estimates of the error involved in the use of the trapezoid...
Generalizations of Some New Čebyšev Type Inequalities
Č ebyš ev type inequalities Absolutely continuous functions Cauchy-Schwarz inequality for double integrals $L_p$ spaces Hö lder's integral inequality
2008/7/1
We provide generalizations of some recently published Čebyšev type inequalities.
Erdõs-Turán Type Inequalities
Powers of prime numbers Inequalities Erdõ s-Turán theorems
2008/7/1
Erdõs-Turán Type Inequalities.
Grünbaum-type Inequalities for Special Functions
Error function Mills' ratio functional inequalities
2008/7/1
In this short note our aim is to establish some Grünbaum-type inequalities for the complementary error function, the incomplete gamma function and for Mills' ratio of the standard normal distribution,...
Hadamard-type Inequalities for Quasiconvex Functions
Quasiconvex function Hadamard inequality
2008/7/1
Recently Hadamard-type inequalities for nonnegative, evenly quasiconvex functions which attain their minimum have been established. We show that these inequalities remain valid for the larger class co...
Markoff-type Inequalities in Weighted $L^{2}$-norms
Bouzitat quadrature Chebyshev polynomials Inequalities
2008/7/1
Markoff-type Inequalities in Weighted $L^{2}$-norms.
New Weighted Multivariate Grüss Type Inequalities
Multivariate Grüss type inequalities Discrete inequalities New estimates Differentiable function Partial derivatives Forward difference operators Mean value theorem
2008/6/30
In this paper we establish some new weighted multidimensional Grüss type integral and discrete inequalities by using a fairly elementary analysis.
New Cebysev Type Inequalities via Trapezoidal-like Rules
Cebysev type inequalities Trapezoid-like rules Absolutely continuous functions Differentiable functions Identities
2008/6/30
In this paper we establish new inequalities similar to the Cebysev integral inequality involving functions and their derivatives via certain Trapezoidal like rules.
New Norm Type Inequalities for Linear Mappings
Learning theory Convergence rate Approximation Reproducing Hilbert space Linear mapping Norm inequality
2008/6/30
In this paper, in connection with a basic formula by S. Smale and D. X. Zhou which is fundamental in the approximation error estimates in statistical learning theory, we give new norm type inequalitie...