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SPARSE SAMPLING OF SIGNAL INNOVATIONS

机译:信号创新的稀疏采样

摘要

It is still obtained, providing the restored signals are acceptable, including signals from outside of the subspace of the band-limited signals associated with the Shannon theorem. In some aspects, the denoising process is used with a sparse sampling technique. For example, a denoising process using a CAD algorithm jaws may be used to reduce the amount of noise associated with sampled information. In some aspect, the denoising process may be iterative such that the denoising process is repeated until enough samples are easing Dino sufficient. In some aspect, the denoising process is converted into another set corresponding to the approximation of the signal with a rate Innovation (FRI) to a finite set of received samples, or those signals. The disclosure further relates to the combination of filter extinction method with denoising process for retrieving information from the noisy signal at a sampling rare of some aspects. This disclosure relates to determining a sampling kernel to be used to sample the signal based on noise associated with the signal in some embodiments. This disclosure relates to determining the number of samples to obtain from a signal over a period of time based on noise associated with the signal in some embodiments. This disclosure relates to determining the finite number of innovations of a received signal in some aspects.
机译:只要恢复的信号是可接受的,包括从与香农定理相关的带限信号的子空间外部的信号在内,仍然可以得到。在某些方面,去噪处理与稀疏采样技术一起使用。例如,可以将使用CAD算法的钳口进行去噪处理以减少与采样信息相关的噪声量。在某些方面,去噪处理可以是迭代的,使得重复去噪处理,直到足够的样本使Dino足够缓和。在某些方面,去噪处理被转换为另一组,该另一组对应于具有速率创新(FRI)的信号对有限集合的接收样本或那些信号的近似。本公开进一步涉及在某些方面罕见的情况下,滤光器消光方法与去噪处理的组合,用于从噪声信号中检索信息。在一些实施例中,本发明涉及基于与信号相关联的噪声来确定将用于对信号进行采样的采样内核。在一些实施例中,本发明涉及基于与信号相关联的噪声来确定在一段时间内从信号获得的样本数量。在某些方面,本发明涉及确定接收信号的创新的有限数量。

著录项

  • 公开/公告号KR101135414B1

    专利类型

  • 公开/公告日2012-05-24

    原文格式PDF

  • 申请/专利权人

    申请/专利号KR20107018879

  • 申请日2008-06-16

  • 分类号H04B15/00;G06F17/10;

  • 国家 KR

  • 入库时间 2022-08-21 17:08:15

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