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依赖分层β过程的图像插值和去噪

Dependent Hierarchical Beta Process for Image Interpolation and Denoising
课程网址: http://videolectures.net/aistats2011_zhou_dependent/  
主讲教师: Mingyuan Zhou
开课单位: 杜克大学
开课时间: 信息不详。欢迎您在右侧留言补充。
课程语种: 英语
中文简介:
一个依赖层次beta过程(dHBP)被开发为数据的优先级,这些数据可以用一组稀疏的潜在特征来表示,并具有协变依赖特征的用法。dHBP适用于一般的协变量和数据模型,具有相似协变量的信号可能表现为相似的特征。将dHBP与伯努利过程耦合起来,当dHBP被边缘化时,该模型可以被解释为一个协变相关的分层印度buet过程。作为应用,我们考虑插值和去噪图像,与协变定义的位置图像补丁在图像。考虑了两种噪声模型:(1)典型的高斯白噪声;(二)任意幅值的尖刺噪声,随机均匀分布。在这些例子中,特征对应于字典中的原子,这些特征是基于测试数据(没有先验训练数据)学习的。最先进的性能证明,与有效推理使用混合吉布斯,大都会-黑斯廷斯和切片抽样。
课程简介: A dependent hierarchical beta process (dHBP) is developed as a prior for data that may be represented in terms of a sparse set of latent features, with covariate-dependent feature usage. The dHBP is applicable to general covariates and data models, imposing that signals with similar covariates are likely to be manifested in terms of similar features. Coupling the dHBP with the Bernoulli process, and upon marginalizing out the dHBP, the model may be interpreted as a covariate- dependent hierarchical Indian bu et process. As applications, we consider interpolation and denoising of an image, with covariates defi ned by the location of image patches within an image. Two types of noise models are considered: (i) typical white Gaussian noise; and (ii) spiky noise of arbitrary amplitude, distributed uniformly at random. In these examples, the features correspond to the atoms of a dictionary, learned based upon the data under test (without a priori training data). State-of-the-art performance is demonstrated, with efficient inference using hybrid Gibbs, Metropolis-Hastings and slice sampling.
关 键 词: 分层β过程; 图像插值; 去噪
课程来源: 视频讲座网
最后编审: 2019-10-30:cwx
阅读次数: 175