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  1. Once we have a sparse matrix, we can view it's sparsity structure with the command spy(A). An example with a randomly generated symmetric sparse matrix is given in Figure 5.3.

  2. The ELLPACK Sparse Block (ESB) format uses both partitioning by block rows (like Sliced ELLPACK) and by block columns (for x locality), giving sparse blocks that are stored in an …

  3. Sparse matrices (vague definition): matrix with few non-zero entries. For practical purposes: an !×# matrix is sparse if it has $ min !, # non-zero entries. This means roughly a constant …

  4. Where do we find sparsity in ML? Many real-world phenomena are sparse. Examples? Attack of the Clones! Should we store multiple copies of our sparse thing in different formats? What …

  5. In this book I introduce the topic of sparse and redundant representations, show the questions posed in this field, and the answers they get, present the flavor of the research in this arena, …

  6. parsity in a remarkably efficient way. Exploiting these developments, the package SparseM provides some basic linear algebra functionality for sparse matric.

  7. A sparse vector can be stored using a real array for the nonzero values together with an integer array containing the indices of these entries, as demonstrated by the following example.