ttype singular integral operators 型奇异积分算子
sum-integral operators 和型积分算子
Lupas integral operators Lupas积分算子
nonlinear integral operators 非线性积分算子
fractional integral operators 分数次积分算子
oscillatory integral operators 振荡积分算子
para-fourier integral operators 仿傅里叶积分算子
Thirdly,we prove that the integral operators are computable by use of the certain position of the solution,the Schwartz functions,contraction principle and TTE.
再利用解的性质、Schwartz函数的性质、压缩映象原理和TTE理论证明存在T＞0,使得相应的积分算子在0≤t≤T时是可计算的。
参考来源 - 微分方程解算子和矩阵的图灵可计算性·2,447,543篇论文数据，部分数据来源于NoteExpress
The commutator generated by BMO functions and singular integral operators with homogeneous kernel is studied.
本文研究带有齐性核的奇异积分算子与BMO函数的交换子。
In particular, several inclusion relations, integral operators and convolution properties for each of these function classes are proven.
特别地，证明了这两个子类的几个包含关系、积分算子和卷积性质。
This paper mainly considers a class of integral operators preserving certain geometric properties, and obtains its estimate of convex rank.
主要研究一类积分算子的性质，并给出了该算子的凸阶估计。
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