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Spark (mathematics)
Arxiv:1205.2081V6 [Math.OC]
High-Girth Matrices and Polarization
The Road to Deterministic Matrices with the Restricted Isometry Property
Equiangular Tight Frames with Simplices and with Full Spark in Rd
An Improved Lower Bound of the Spark with Application
Compressed Sensing Linear Algebra Review
FULL SPARK FRAMES 1. Introduction a Frame Over a Hilbert Space H Is A
Algorithms to Find the Girth and Cogirth of a Linear Matroid by John David Arellano a Thesis Submitted in Partial Fulfillment of the Requirements for the Degree Ph.D
Multiarray Signal Processing: Tensor Decomposition Meets Compressed Sensing
Sparse Recovery Guarantees
Computing the Spark: Mixed-Integer Programming for the (Vector) Matroid Girth Problem
From Sparse Solutions of Systems of Equations to Sparse Modeling Of
Mixed-Integer Programming for the (Vector) Matroid Girth Problem
Structured Compressed Sensing: from Theory to Applications
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