V. Kaarnioja

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20172025

most citedA quasi-Monte Carlo Method for an Optimal Control Problem Under Uncertainty

7 citations · 13 across the 10 of their papers we have counts for

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math.CO2025

New upper and lower bounds on the smallest singular values of nonsingular lower triangular $(0, 1)$ -matrices

Vesa Kaarnioja, André-Alexander Zepernick

Let $K_{n}$ denote the set of all nonsingular $n \times n$ lower triangular $(0, 1)$ -matrices. Hong and Loewy (2004) introduced the number sequence $$ c_n=\min\{λ\midλ~\text{is an eige…

math.CO2020

Bounds on the spectrum of nonsingular triangular $(0, 1)$ -matrices

Vesa Kaarnioja

Let $K_{n}$ be the set of all nonsingular $n \times n$ lower triangular $(0, 1)$ -matrices. Hong and Loewy (2004) introduced the numbers $$ c_n={\rm min}\{λ\mid λ~\text{is an eigenvalue…

New upper and lower bounds on the smallest singular values of nonsingular lower triangular (0,1)-matrices

Bounds on the spectrum of nonsingular triangular (0,1)-matrices

New upper and lower bounds on the smallest singular values of nonsingular lower triangular $(0, 1)$ -matrices

Bounds on the spectrum of nonsingular triangular $(0, 1)$ -matrices