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Improved Logistic Regression Algorithm Based on Kernel Density Estimation for Multi-Classification with Non-Equilibrium Samples
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作者 Yang Yu Zeyu xiong +1 位作者 yueshan xiong Weizi Li 《Computers, Materials & Continua》 SCIE EI 2019年第7期103-117,共15页
Logistic regression is often used to solve linear binary classification problems such as machine vision,speech recognition,and handwriting recognition.However,it usually fails to solve certain nonlinear multi-classifi... Logistic regression is often used to solve linear binary classification problems such as machine vision,speech recognition,and handwriting recognition.However,it usually fails to solve certain nonlinear multi-classification problem,such as problem with non-equilibrium samples.Many scholars have proposed some methods,such as neural network,least square support vector machine,AdaBoost meta-algorithm,etc.These methods essentially belong to machine learning categories.In this work,based on the probability theory and statistical principle,we propose an improved logistic regression algorithm based on kernel density estimation for solving nonlinear multi-classification.We have compared our approach with other methods using non-equilibrium samples,the results show that our approach guarantees sample integrity and achieves superior classification. 展开更多
关键词 Logistic regression MULTI-CLASSIFICATION kernel function density estimation NON-EQUILIBRIUM
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Equivariant Chern Classes of Orientable Toric Origami Manifolds
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作者 yueshan xiong Haozhi ZENG 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2024年第2期221-234,共14页
A toric origami manifold,introduced by Cannas da Silva,Guillemin and Pires,is a generalization of a toric symplectic manifold.For a toric symplectic manifold,its equivariant Chern classes can be described in terms of ... A toric origami manifold,introduced by Cannas da Silva,Guillemin and Pires,is a generalization of a toric symplectic manifold.For a toric symplectic manifold,its equivariant Chern classes can be described in terms of the corresponding Delzant polytope and the stabilization of its tangent bundle splits as a direct sum of complex line bundles.But in general a toric origami manifold is not simply connected,so the algebraic topology of a toric origami manifold is more difficult than a toric symplectic manifold.In this paper they give an explicit formula of the equivariant Chern classes of an oriented toric origami manifold in terms of the corresponding origami template.Furthermore,they prove the stabilization of the tangent bundle of an oriented toric origami manifold also splits as a direct sum of complex line bundles. 展开更多
关键词 Equivariant Chern classes Toric origami manifolds Unitary structures Spin structures
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Homotopy connectedness theorems for submanifolds of Sasakian manifolds
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作者 yueshan xiong 《Frontiers of Mathematics in China》 SCIE CSCD 2015年第2期395-414,共20页
为在有横过的 q-bisectional 弯曲被证明的 nonnegative 的 Sasakian manifolds 的不变的沉浸的 homotopy connectedness 定理。为最小的 submanifolds 的一些 Barth-Lefschetz 类型定理并且(k,) 在有积极横过的 q-Ricci 弯曲的 Sasaki... 为在有横过的 q-bisectional 弯曲被证明的 nonnegative 的 Sasakian manifolds 的不变的沉浸的 homotopy connectedness 定理。为最小的 submanifolds 的一些 Barth-Lefschetz 类型定理并且(k,) 在有积极横过的 q-Ricci 弯曲的 Sasakian manifolds 的僵绳 submanifolds 被使用弱(-) asymptotic 索引证明。作为推论, Frankel 类型定理被证明。 展开更多
关键词 SASAKIAN流形 极小子流形 定理 连通 同伦 RICCI曲率 弗兰克 浸入
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ARM3D:Attention-based relation module for indoor 3D object detection
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作者 Yuqing Lan Yao Duan +4 位作者 Chenyi Liu Chenyang Zhu yueshan xiong Hui Huang Kai Xu 《Computational Visual Media》 SCIE EI CSCD 2022年第3期395-414,共20页
Relation contexts have been proved to be useful for many challenging vision tasks.In the field of3D object detection,previous methods have been taking the advantage of context encoding,graph embedding,or explicit rela... Relation contexts have been proved to be useful for many challenging vision tasks.In the field of3D object detection,previous methods have been taking the advantage of context encoding,graph embedding,or explicit relation reasoning to extract relation contexts.However,there exist inevitably redundant relation contexts due to noisy or low-quality proposals.In fact,invalid relation contexts usually indicate underlying scene misunderstanding and ambiguity,which may,on the contrary,reduce the performance in complex scenes.Inspired by recent attention mechanism like Transformer,we propose a novel 3D attention-based relation module(ARM3D).It encompasses objectaware relation reasoning to extract pair-wise relation contexts among qualified proposals and an attention module to distribute attention weights towards different relation contexts.In this way,ARM3D can take full advantage of the useful relation contexts and filter those less relevant or even confusing contexts,which mitigates the ambiguity in detection.We have evaluated the effectiveness of ARM3D by plugging it into several state-of-the-art 3D object detectors and showing more accurate and robust detection results.Extensive experiments show the capability and generalization of ARM3D on 3D object detection.Our source code is available at https://github.com/lanlan96/ARM3D. 展开更多
关键词 attention mechanism scene understanding relational reasoning 3D indoor object detection
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