Page 2. 31:2. On the Power of Border Width-2 ABPs over Fields of Characteristic 2. 1. Introduction. The fundamental aim in computational complexity theory is to ...

Mar 11, 2024 · In this paper, we show that width-2 ABPs can approximate every polynomial irrespective of the field characteristic. We show that any polynomial ...

Page 2. 57:2. On the power of border width-2 ABPs over fields of characteristic 2. 1. Introduction. 42. The fundamental aim in computational complexity theory ...

On the power of border width-2 ABPs over fields of characteristic 2 ; Date. Event ; 2024. Available ; 12 December 2023. Accepted.

On the power of border width-2 ABPs over fields of characteristic 2. Joint work with Pranjal Dutta, Christian Ikenmeyer, Balagopal Komarath, Harshil Mittal ...

On the Power of Border Width-2 ABPs over Fields of Characteristic 2. 2024, Leibniz International Proceedings in Informatics, LIPIcs. Fixed-parameter ...

2, 2018. On the power of border width-2 ABPs over fields of characteristic 2. P Dutta, C Ikenmeyer, B Komarath, H Mittal, S Nanoti, D Thakkar. Leibniz ...

On the power of border width-2 ABPs over fields of characteristic 2; Hans-Joachim Boeckenhauer, Fabian Frei and Peter Rossmanith. Removable Online Knapsack ...

On the Power of Border Width-2 ABPs over Fields of Characteristic 2. 31:1-31:16. view. electronic edition via DOI (open access) · references & citations.

In [BIZ18], Bringmann et al. showed that VBP2 ( VBP2 = VF ; here VBP2 denotes the class of polynomials computed by width-2 ABP. Surprisingly, we also know that.