Interior-point methods for unconstrained geometric programming and scaling problems. - Peter Bürgisser; Yinan Li; Harold Nieuwboer; Michael Walter 005 (CoRR, 2020)

Quantum Algorithms for Matrix Scaling and Matrix Balancing. - Joran van Apeldoorn; Sander Gribling; Yinan Li; Harold Nieuwboer; Michael Walter 005; Ronald de Wolf (ICALP, 2021)

Improved Quantum Lower and Upper Bounds for Matrix Scaling. - Sander Gribling; Harold Nieuwboer (STACS, 2022)

Interior-point methods on manifolds: theory and applications. - Hiroshi Hirai 001; Harold Nieuwboer; Michael Walter 005 (FOCS, 2023)

The minimal canonical form of a tensor network. - Arturo Acuaviva; Visu Makam; Harold Nieuwboer; David Pérez-García; Friedrich Sittner; Michael Walter 005; Freek Witteveen (FOCS, 2023)

Basic quantum subroutines: finding multiple marked elements and summing numbers. - Joran van Apeldoorn; Sander Gribling; Harold Nieuwboer (Quantum, 2024)

Computing Moment Polytopes of Tensors, with Applications in Algebraic Complexity and Quantum Information. - Maxim van den Berg; Matthias Christandl; Vladimir Lysikov; Harold Nieuwboer; Michael Walter 005; Jeroen Zuiddam (STOC, 2025)

Asymptotic Tensor Rank Is Characterized by Polynomials. - Matthias Christandl; Koen Hoeberechts; Harold Nieuwboer; Péter Vrana; Jeroen Zuiddam (STOC, 2025)

The moment polytope of matrix multiplication is not maximal. - Maxim van den Berg; Matthias Christandl; Vladimir Lysikov; Harold Nieuwboer; Michael Walter 005; Jeroen Zuiddam (CoRR, 2025)

Explicit non-free tensors. - Maxim van den Berg; Matthias Christandl; Vladimir Lysikov; Harold Nieuwboer; Michael Walter 005; Jeroen Zuiddam (CoRR, 2025)