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12篇 您的检索式:作者名="Longin Jan Latecki"
    题名 作者 年代 出处 被引量
1Skeleton pruning as trade-off between skeleton simplicity and reconstruction error显示文摘Skeletons can be viewed as a compact shape representation in that each shape can be completely reconstructed from its skeleton.However,the usefulness of a skeletal representation is strongly limited by its instability.Skeletons suffer from contour noise in that small contour deformation may lead to large structural changes in the skeleton.A large number of skeleton computation and skeleton pruning approaches has been proposed to address this issue.Our approach differs fundamentally in the fact that we cast skeleton pruning as a trade-off between skeleton simplicity and shape reconstruction error.An ideal skeleton of a given shape should be the skeleton with a simplest possible structure that provides a best possible reconstruction of a given shape.To quantify this trade-off,we propose that the skeleton simplicity corresponds to model simplicity in the Bayesian framework,and the shape reconstruction accuracy is expressed as goodness of fit to the data.We also provide a simple algorithm to approximate the maximum of the Bayesian posterior probability which defines an order for iteratively removing the end branches to obtain the pruned skeleton.Presented experimental results obtained without any parameter tuning clearly demonstrate that the resulting skeletons are stable to boundary deformations and intra class shape variability.SHEN Wei BAI Xiang YANG XingWei LATECKI Longin Jan 2013Science China(Information Sciences)2013,56,4:11
2An open-source project for real-time image semantic segmentation显示文摘Recent years have witnessed great progress of deep convolutional neural networks(DCNNs)for solving scene understanding tasks[1-3].These vances prefer to cons true t deeper and larger network to achieve higher accuracy,yet with the sacrifice of implementing efficiency.In the context of many real-world scenarios,such as augmented reality,robo tics,and self-driving,the comp ut at ionally cheap networks are often required to carry out real-time estimation and decision.Therefore,those accura te net works requiring enormous resources are not suitable for the mobile devices(e.g.,drones,robots,and smartphones),which have limited energy overhead,restrictive memory constraints,and reduced computational capabilities.Recently,it is widely accepted that pursuing the best performance in limited computational budgets has become a primary trend in computer vision.To this end,this essay introduces an open-source project of a lightweight encoderdecoder net work(EDN)for the task of real-time image semantic segmentation.Quan ZHOU Yu WANG Jia LIU Xin JIN Longin Jan LATECKI 2019Science China(Information Sciences)2019,62,12:4
3Convexity rule for shape decomposition based on discrete contour evolution显示文摘Latecki Longin Jan Lakmper Rolf 1999Computer Vision and Image Understanding1999,73,3:1
4Optimal partial shape similarity显示文摘Longin Jan Latecki Rolf Lakaemper Diedrich Wolter 2005Image and Vision Computing2005,,23:1
5Path similarity skeleton graph matching显示文摘Xiang Bai Longin Jan Latecki Senior Member 2008IEEE Transactions on Pattern Analysis and Machine Intelligence2008,30,7:1
6An elastic partial shape matching technique 显示文摘Longin Jan Latecki Vasileios Megalooikonomoua WANG Qiang 2007Pattern Recognition2007,40,11:1
7Shape Similarity Measure Based on Correspondence of Visual Parts 显示文摘Longin Jan Latecki and Rolf Lakamper 2000EEE Transactions on Pattern Analysis and Machine Intelligence2000,22,11:1
8Shape Similarity Measure Based on Correspondence of Visual Parts显示文摘Longin Jan Latecki Rolf Lakmper 2000IEEE Transactions on Pattern Analysis and Machine Intelligence2000,22,10:1
9A unifiedcurvature definition for regular,polygonal,and digitalplanar curves显示文摘Liu Hairon Latecki Longin Jan Liu Wenyu 2008International Journal of Computer Vi-sion2008,80,:1
10Skeleton pruning by contour partitioning with discrete curve evolution 显示文摘Bai Xiang Longin Jan Latecki Liu Wen-yu 2007IEEE Transactions on Pattern Analysis and Machine Intelligence2007,29,3:1
11Detection and recognition of contour parts based on shape similarity显示文摘Xiang Bai Xingwei Yang Longin Jan Latecki 2008Pattern Recognition2008,41,7:1
12Convexity Rule for Shape Decomposition Based on Discrete Contour Evolution显示文摘Longin Jan Latecki Rolf Lak?mper 1999Computer Vision and Image Understanding1999,,3:1
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