The Oscillatory Hyper-Hilbert Transform Associated with Plane Curves

Li Junfeng; Yu Haixia

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The Oscillatory Hyper-Hilbert Transform Associated with Plane Curves

机译：与平面曲线相关的振荡超级HILBERT变换

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摘要

In this paper, the bounded properties of oscillatory hyper-Hilbert transform along certain plane curves gamma(t),

机译：在本文中，沿着某些平面曲线伽马（T）的振荡超级HILBERT变换的界限特性，

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来源
《Canadian Mathematical Bulletin》 |2018年第4期|共10页
作者
Li Junfeng; Yu Haixia;
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作者单位

Beijing Normal Univ Sch Math Sci Minist Educ Lab Math &

Complex Syst Beijing 100875 Peoples R China;

Beijing Normal Univ Sch Math Sci Minist Educ Lab Math &

Complex Syst Beijing 100875 Peoples R China;

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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
oscillatory hyper-Hilbert transform; oscillatory integral;

机译：振荡超级希尔伯特变换;振荡积分;

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专利

1. The Oscillatory Hyper-Hilbert Transform Associated with Plane Curves [J] . Li Junfeng, Yu Haixia Canadian Mathematical Bulletin . 2018,第4期

机译：与平面曲线相关的振荡超级HILBERT变换
2. Oscillatory hyper-Hilbert transform along curves on modulation spaces [J] . Wu Xiaomei, Fan Dashan Journal of land use science . 2018,第1a3期

机译：沿调制空间的曲线振荡超级希尔伯特转换
3. Boundedness of Oscillatory Hyper-Hilbert Transform along Curves on Sobolev Spaces [J] . JunLi, GuilianGao Journal of Function Spaces . 2014,第2期

机译：Sobolev空间上沿曲线的振荡超希尔伯特变换的有界性
4. Recursive Bayesian pose and shape estimation of 3D objects using transformed plane curves [C] . Faion Florian, Zea Antonio, Steinbring Jannik, Workshop on Sensor Data Fusion . 2015

机译：使用变换后的平面曲线对3D对象进行递归贝叶斯姿势和形状估计
5. Oscillatory integral operators and the restricted two-plane transform [D] . Fu, Shieh-Shun. 1997

机译：振荡积分运算符和限制的双平面变换
6. A curve shortening flow rule for closed embedded plane curves with a prescribed rate of change in enclosed area [O] . Michael C. Dallaston, Scott W. McCue -1

机译：封闭区域中具有指定变化率的闭合嵌入式平面曲线的曲线缩短流规则
7. Boundedness of Oscillatory Hyper-Hilbert Transform along Curves on Sobolev Spaces [O] . Jun Li, Guilian Gao 2014

机译：沿SoboLev空间上沿曲线的振荡超级HILBERT转换的有界性
8. Dynamic in Plane Response at the Centre of a Rotating Elastic Disc Due to Oscillatory in Plane Forces at the RIM [R] . Pinnington, R. J. 1982

机译：RIm平面力作用下旋转弹性圆盘中心的平面响应动态

The Oscillatory Hyper-Hilbert Transform Associated with Plane Curves

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