Results 11 to 20 of about 34,849,215 (311)
Hierarchical Bayesian level set inversion [PDF]
The level set approach has proven widely successful in the study of inverse problems for interfaces, since its systematic development in the 1990s. Recently it has been employed in the context of Bayesian inversion, allowing for the quantification of uncertainty within the reconstruction of interfaces. However the Bayesian approach is very sensitive to
Matthew M. Dunlop +2 more
openaire +9 more sources
Box-supervised Instance Segmentation with Level Set Evolution [PDF]
In contrast to the fully supervised methods using pixel-wise mask labels, box-supervised instance segmentation takes advantage of the simple box annotations, which has recently attracted a lot of research attentions.
Wentong Li +5 more
semanticscholar +1 more source
Automatic Brain Tumor Segmentation in Multimodal Magnetic Resonance Images (MRI) Using Brain Symmetry Analysis and Active Contour [PDF]
Introduction: The abnormal growth of the brain cells leads to a brain tumor, which has the highest mortality rate. Brain tumor segmentation from magnetic resonance images (MRI) separate the abnormal mass of tissue from normal brain tissues.
Asieh Khosravanian, Kamran Kazemi
doaj +1 more source
Level set method has been extensively used for image segmentation, which is a key technology of water extraction. However, one of the problems of the level-set method is how to find the appropriate initial surface parameters, which will affect the ...
Chuan Xu +6 more
doaj +1 more source
(Convex) Level Sets Integration [PDF]
The authors investigate the problem of recovering a pseudoconvex function from a multi-valued map that generates the normal cones to the (lower) level set of the function. This ``(convex) level set integration'' is a generalization of the classical problem of recovering (integrating) a differentiable function from its gradient with a given value in ...
Crouzeix, JP, Eberhard, A, Ralph, D
openaire +2 more sources
The level set flow of a hypersurface in $\mathbb R^4$ of low entropy does not disconnect [PDF]
We show that if $\Sigma\subset \mathbb R^4$ is a closed, connected hypersurface with entropy $\lambda(\Sigma)\leq \lambda(\mathbb{S}^2\times \mathbb R)$, then the level set flow of $\Sigma$ never disconnects. We also obtain a sharp version of the forward
Bernstein, Jacob, Wang, Shengwen
core +2 more sources
A Unified Approach for Patient Activity Recognition in Healthcare Using Depth Camera
Context-awareness is an essential part of pervasive computing. Video-based human activity recognition (HAR) has arisen as an imperative module to detect user’s situation for involuntary facility delivery in context-aware domains.
Muhammad Hameed Siddiqi +6 more
doaj +1 more source
An Improved Level Set Algorithm for Prostate Region Segmentation
Accurate segmentation of prostate region is an important prerequisite to improve the accuracy of computer-aided prostate cancer diagnosis. In this work, a new and accurate prostate segmentation algorithm is proposed and tested. The new algorithm consists
Shi-ju YAN, Yong-sen HAN, Guang-yu TANG
doaj +1 more source
Research on laser center positioning under CV model segmentation
Spot positioning accuracy is an important index of laser processing system and ranging system. When the laser spot is noisy or the gray level is not uniform, the positioning accuracy is easily affected. Aiming at the above problems, this paper proposes a
Xingchen Guo +5 more
doaj +1 more source
Saliency-Driven Active Contour Model for Image Segmentation
Active contour models have achieved prominent success in the area of image segmentation, allowing complex objects to be segmented from the background for further analysis.
Ehtesham Iqbal +4 more
doaj +1 more source

