Results 91 to 100 of about 488 (114)
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Normed Rings and Spectral Representation
1965A linear space A over a scalar field (F) is said to be an algebra or a ring over (F), if to each pair of elements x, y ∈ A a unique product xy ∈ A is defined with the properties: $$(xy)z = x(yz)(associativity),x(y + z) = xy(distributivity),\alpha \beta (xy) = (\alpha x)(\beta y)$$ (1) If there exists a unit element e such that ex = xe = x for
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New reweighted atomic norm minimization approach for line spectral estimation
Signal Processing, 2023Yonghui Chu, Zhiqiang Wei, Zai Yang
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NORM AND SPECTRAL CHARACTERIZATIONS IN BANACH ALGEBRAS
1980Belfi, V. A., Doran, R. S.
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On the Spectral Norms of Several Iterative Processes
Journal of the ACM, 1959openaire +2 more sources
On the tensor spectral p-norm and its dual norm via partitions
Computational Optimization and Applications, 2020Bilian Chen, Zhening Li, Li Zhening
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On the Structure of Boolean Functions with Small Spectral Norm
Computational Complexity, 2015Amir Shpilka +2 more
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