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Bilinear invariant representation for video classification and retrieval

机译:用于视频分类和检索的双线性不变表示

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In this paper, we present a novel bilinear invariant representation for video classification and retrieval. We rely on the kernel space in functional analysis to formulate a general invariants theory. We show that null-space invariants is a special case of the general theory when the transformation is linear. Subsequently, we derive an invariant basis representation for bilinear transformations. We also extend the basis representation to tensor bilinear invariants. We demonstrate that the proposed bilinear invariant basis provides a much more powerful tool than null-space invariants for video classification and retrieval when the different data elements undergo distinct transformations. Simulation results illustrate the superior performance of the proposed bilinear invariant basis representation compared to traditional approaches to invariant video classification and retrieval.
机译:在本文中,我们提出了一种新颖的用于视频分类和检索的双线性不变表示。我们在函数分析中依靠核空间来建立一般不变性理论。我们证明,当变换为线性时,零空间不变式是一般理论的特例。随后,我们导出双线性变换的不变基表示。我们还将基本表示扩展到张量双线性不变式。我们证明,当不同的数据元素经历不同的变换时,所提出的双线性不变性基础为视频分类和检索提供了比空空间不变性更强大的工具。仿真结果表明,与传统的不变视频分类和检索方法相比,所提出的双线性不变基表示具有更高的性能。

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