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Showing 1 to 1 of 1 for “"Sparse Representations, Smooth Projections, Smooth Cylindrical Shearlets"”.

  1. Smooth Projections and Optimally Sparse Representation of Cartoon-like Cylindrical Solids

    … we explore two mathematical structures: projections and sparse representations. Projections are self-adjoint and idempotent linear operators that can be used to decompose a function space into smaller components thus making it easier to analyze. First, we extend the construction of smooth

    houston Repository record for Smooth Projections and Optimally Sparse Representation of Cartoon-like Cylindrical Solids (opens in a new tab)