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- Weighted Inequalities for Fractional Integral Operators on Local Fields 局部域上分式积分算子的加权有界性
- Boundedness of Commutators of Generalized Fractional Integral Operators in Weak-Hardy Space 广义分数次积分算子交换子在弱Hardy空间上的有界性
- Boundedness of Fractional Integral Operators with Homogeneous Kernel in Weak Type Hardy Spaces 具有齐性核的分数次积分算子在弱Hardy空间的有界性
- Boundedness of Multilinear Fractional Integral Operators With Rough Kernel on Weighted Herz Spaces 粗糙核多线性分数次积分算子在加权Herz空间的有界性
- Boundedness of the commutators of generalized fractional integral operators on Hardy spaces 广义分数次积分算子交换子在Hardy空间上的有界性
- FRACTIONAL INTEGRAL OPERATOR ON SPACES OF HOMOGENEOUS TYPE 齐型空间上的分数次积分算子
- Two-Weight Norm Inequality for Rough Fractional Integral Operator 粗糙核的分数次积分算子的两权模不等式
- Recent Progress in the Research on the Fractional Integral Operator 分数次积分算子的若干新进展
- Boundedness of the fractional integral operator in weak type Hardy space 分数次积分算子在弱Hardy型空间中的有界性
- Two-weight Weak-type Inequality for Rough Fractional Integral Operator 粗糙核分数次积分算子的两权弱型不等式
- fractional integral operators 分数次积分算子
- fractional integral operator 分数次积分算子
- The commutators [b, T] to be considered in this paper are composed of singular integral operators with Dini-type kernel defined as above and BMO functions. 本文考虑上述核具Dini型条件的奇异积分算子T与BMO函数构成的交换子[b,T]的端点估计,证明了交换子[b,T]满足L(log L)型不等式:
- In this paper, the authors study the continuity properties of higher order commutators generated by the homogeneous fractional integral and BMO functions on certain Hardy spaces, weak Hardy spaces and Herz-type Hardy spaces. 本文研究了由齐性分数次积分和BMO函数生成的高阶交换子在某些Hardy空间、弱Hardy空间和Herz型Hardy空间上的连续性.
- The simulation of these particular systems is based on a fractional integrator where the non-integer behavior acts only on a limited spectral band. 这种特殊系统的仿真建立在有限频率区间非整数阶积分算子的基础上,其非整数阶作用仅限于有限频率区域。
- Speech is fractional; silence is integral. 讲话是分数; 沉默是整数。
- Lastly, the paper presents the fractional differenced noise model and the autoregressive fractional integrated moving average model. 接着给出能描述长记忆性的分数差分噪声模型和分整自回归移动平均模型。
- On the basis of the definition of generalized hypoellipticity for Fourier integral operators in[6], in this paper fundamental properties of proper Fourier integral operators are found. 在[]定义了富里叶积分算子的广义亚椭园性概念的基础上,本文研究了适的富里叶积分算子的基本性质。
- On the basis of the definition of generalized hypoellipticity for Fourier integral operators in [6], in this paper fundamental properties of proper Fourier integral operators are found. 在[6]中定义了富里叶积分算子的广义亚椭园性概念的基础上,本文研究了适的富里叶积分算子的基本性质。
- Abstract: The singular perturbation of boundary value problem of second order nonlinear system of differential equations with integral operators and boundary perturbation is discussed. 文摘:讨论了伴有边界摄动的含积分算子的二阶非线性微分方程组边值问题的奇摄动。