Vladimir A. Kobzar

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Preprint Sep 2026

The Koml\'os conjecture for complex discrepancy

The Koml\'os conjecture is a classic problem in discrepancy theory; it asks whether an absolute constant $K$ exists such that given any $n$ vectors $a_1,\ldots,a_n$ inside the $m$-dimensional Euclidean ball, regardless of how large $m,n$ are, there is always a selection of signs $\varepsilon_1,\ldots,\varepsilon_n$ gua...

Nestor Guillen, Vladimir A. Kobzar · 4 citations · ⚡1

Preprint Sep 2026

The Koml\'os conjecture for complex discrepancy

The Koml\'os conjecture is a classic problem in discrepancy theory; it asks whether an absolute constant $K$ exists such that given any $n$ vectors $a_1,\ldots,a_n$ inside the $m$-dimensional Euclidean ball, regardless of how large $m,n$ are, there is always a selection of signs $\varepsilon_1,\ldots,\varepsilon_n$ gua...

Nestor Guillen, Vladimir A. Kobzar · 0 citations

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