Multi-scale Non-Rigid Point Cloud Registration Using Robust Sliced-Wasserstein Distance via Laplace-

来源 :第八届工业与应用数学国际大会 | 被引量 : 0次 | 上传用户:f117f117f117677
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
  Point clouds sampled from manifolds are transformed to new point clouds by Laplace-Beltrami(LB)eigenmap defined intrinsically on the manifolds which is invariant under isometric transformation of the original manifolds.We design computational models and algorithms for registration of the transformed point clouds in distribution/probability form based on optimal transport theory and incorporate a rigid transformation to handle ambiguities.Our method provides an efficient,robust and accurate multi-scale approach for non-rigid point cloud registration.
其他文献
  The main components of an ice sheet model are the equations for:(1)the momentum balance(typically Stokes equations or their approximations)and(2)the ice thi
会议
  Many ice-sheets contain ice that is at the melting temperature and contains pore water.We examine a model to determine the heat/water content of such ice,an
会议
  We present a continuum perspective on several nonlinear data analysis methods,with a special focus on Eigenmaps and Diffusion Maps.We derive bounds on the c
会议
  This talk will survey some recent theoretical results involving accurate signal tracking with noise-free(degenerate)dynamics in high-dimensions(infinite,in
会议
  We introduce a suite of forecasting methods which improve traditional analog forecasting by combining ideas from state-space reconstruction in dynamical sys
会议
  In recent years,geometric data is gaining increasing interest both in the academia and industry.In this talk,I will use the problem of manifold corresponden
会议
  I will discuss a data-driven stochastic approach to modeling unresolved scales in multiscale systems,in which feedback from micro-scales is represented by a
会议
  Changes in glaciers and ice sheets are expected to have a tremendous influence on sea-level rise and global climate change.Many mathematical challenges in s
会议
  Partial differential equations(PDEs)have been widely used in the mathematical modeling of physical and biological phenomena,including mixed type equations.M
会议
  A quaternion rational surface is a surface generated from two rational space curves by quaternion multiplication.The goal of this talk is to demonstrate how
会议