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Everything is Vecchia: Unifying low-rank and sparse inverse approximations

Linear Algebra seminar by Robert Webber, UC San Diego

Hosted by Institute for Computational and Experimental Research in Mathematics (ICERM), Brown University

Thursday 15:00 New York (GMT-5)

Recording available

Providence, RI, USA · In person

Abstract

Robert Webber connects partial pivoted Cholesky, effective for nearly low-rank matrices, with Vecchia approximation, effective when inverse Cholesky factors are nearly sparse. Combining a partial Cholesky approximation with a Vecchia approximation of its residual produces another Vecchia approximation of the original matrix with an enlarged sparsity pattern. This unifies several factored matrix-approximation approaches and explains the broader applicability of the Vecchia framework.

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