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Semi-supervised Kernel Density Estimation For Video Annotation

机译:用于视频注释的半监督内核密度估计

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摘要

Insufficiency of labeled training data is a major obstacle for automatic video annotation. Semi-supervised learning is an effective approach to this problem by leveraging a large amount of unlabeled data. However, existing semi-supervised learning algorithms have not demonstrated promising results in large-scale video annotation due to several difficulties, such as large variation of video content and intractable computational cost. In this paper, we propose a novel semi-supervised learning algorithm named semi-supervised kernel density estimation (SSKDE) which is developed based on kernel density estimation (KDE) approach. While only labeled data are utilized in classical KDE, in SSKDE both labeled and unlabeled data are leveraged to estimate class conditional probability densities based on an extended form of KDE. It is a non-parametric method, and it thus naturally avoids the model assumption problem that exists in many parametric semi-supervised methods. Meanwhile, it can be implemented with an efficient iterative solution process. So, this method is appropriate for video annotation. Furthermore, motivated by existing adaptive KDE approach, we propose an improved algorithm named semi-supervised adaptive kernel density estimation (SSAKDE). It employs loca} adaptive kernels rather than a fixed kernel, such that broader kernels can be applied in the regions with low density. In this way, more accurate density estimates can be obtained. Extensive experiments have demonstrated the effectiveness of the proposed methods.
机译:带标签的训练数据不足是自动视频注释的主要障碍。半监督学习是通过利用大量未标记数据来解决此问题的有效方法。然而,由于诸如视频内容的大变化和难以处理的计算之类的一些困难,现有的半监督学习算法在大规模视频注释中没有显示出令人满意的结果。在本文中,我们提出了一种基于核密度估计(KDE)方法开发的新型半监督学习算法,即半监督核密度估计(SSKDE)。尽管在经典的KDE中仅使用标记的数据,但在SSKDE中,标记的和未标记的数据都被用来基于扩展形式的KDE来估计类条件概率密度。它是一种非参数方法,因此自然避免了许多参数半监督方法中存在的模型假设问题。同时,它可以通过有效的迭代解决方案过程来实现。因此,此方法适用于视频注释。此外,受现有的自适应KDE方法的启发,我们提出了一种改进的算法,称为半监督自适应核密度估计(SSAKDE)。它采用局部自适应内核而不是固定内核,因此可以在低密度区域中应用更宽的内核。这样,可以获得更准确的密度估计。大量实验证明了所提出方法的有效性。

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