Explicit density for singular values of Lévy's area matrix, determinantal point process characterization, and d to infinity asymptotics including absolute Cauchy limit.
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3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
years
2026 3verdicts
UNVERDICTED 3representative citing papers
Introduces the sketched landing method using Gaussian or subsampling sketch matrices to lower per-iteration cost in orthogonality-constrained optimization while preserving convergence guarantees in expectation.
A Jacobi-like eigenvalue algorithm for real normal matrices that accelerates via the skew-symmetric part and Paardekooper's method, plus formulas for related nearest-matrix problems.
citing papers explorer
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The Singular Values of L\'evy's Area Matrix
Explicit density for singular values of Lévy's area matrix, determinantal point process characterization, and d to infinity asymptotics including absolute Cauchy limit.
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The sketched landing method for large-scale optimization under orthogonality constraints
Introduces the sketched landing method using Gaussian or subsampling sketch matrices to lower per-iteration cost in orthogonality-constrained optimization while preserving convergence guarantees in expectation.
-
A Jacobi-like algorithm for normal matrices by the skew-symmetric part
A Jacobi-like eigenvalue algorithm for real normal matrices that accelerates via the skew-symmetric part and Paardekooper's method, plus formulas for related nearest-matrix problems.