A. Caragea

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20182026

most citedA note on exponential Riesz bases

9 citations · 17 across the 10 of their papers we have counts for

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Showing 2021Show all

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math.CA2021★ 9 cited

A note on exponential Riesz bases

Andrei Caragea, Dae Gwan Lee

We prove that if $I_{ℓ} = [a_{ℓ}, b_{ℓ})$ , $ℓ = 1, \dots, L$ , are disjoint intervals in $[0, 1)$ with the property that the numbers $1, a_{1}, \dots, a_{L}, b_{1}, \dots, b_{L}$ are l…

math.FA2021

Quantitative approximation results for complex-valued neural networks

A. Caragea, D. G. Lee, J. Maly +2

Until recently, applications of neural networks in machine learning have almost exclusively relied on real-valued networks. It was recently observed, however, that complex-valued n…