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本文证明了具有可积参数的一维倒向随机微分方程解的一个新的存在唯一性结果,其中生成元g关于y满足Osgood条件且关于z是拟Hölder连续的(这里可以不是Hölder连续的).利用Tanaka公式及Girsanov变换建立BSDE的L1解的一个比较定理,从而得到解的唯一性. 利用单调逼近方法给出生成元g的一个一致逼近序列进而构造出BSDE的L1解的一个序列,然后证明其极限即为所...
A Proof of Hölder's Inequality using the Cauchy-Schwarz Inequality
Hö lder's inequality Cauchy-Schwarz inequality
2008/7/3
In this note, Hölder's inequality is deduced directly from the Cauchy-Schwarz inequality.
A Refinement of Hölder's Inequality and Applications
Inner product space Gram matrix Variable unit-vector Minkowski's inequality Fan Ky's inequality Hardy's inequality
2008/7/3
In this paper, it is shown that a refinement of Hölder's inequality can be established using the positive definiteness of the Gram matrix. As applications, some improvements on Minkowski's inequa...
A Generalization of Hölder and Minkowski Inequalities
Inequalities Hö lder Minkowski Sequence algebra Vector-valued sequence space
2008/7/3
A Generalization of Hölder and Minkowski Inequalities.
A Hölder Inequality for Holomorphic Functions
Complex hypercontractivity Holomorphic Hö lder inequality
2008/7/3
A Hölder Inequality for Holomorphic Functions.
A Hölder-type Inequality for Positive Functionals on $f$-Algebras
Hö lder inequality Positive linear functional $f$-algebra Uniformly complete $f$-algebra
2008/7/3
A Hölder-type Inequality for Positive Functionals on $f$-Algebras.
A Note on the Hölder Inequality
Hö lder inequality Young's inequality Arithmetic-geometric inequality
2008/7/3
In the present paper the authors present some new results concerning the Hölder inequality.
On Landau Type Inequalities for Functions with Hölder Continuous Derivatives
Landau inequality Hö lder continuity
2008/6/27
An inequality of Landau type for functions whose derivatives satisfy Hölder's condition is studied.
On the Rate of Strong Summability by Matrix Means in the Generalized Hölder Metric
Strong approximation Matrix means Special sequences
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].
Hlder不等式的推广及杨-张不等式的隔离
Hlder不等式 单形 度量加
2007/12/10
本文首先推广了著名的Holder不等式，然后利用其特殊情况将杨路和张景中在[1]中所得的关于度量加的不等式隔离开来．