Jakob Obrovsky

collaborators

2 papers

cs.SC2026

Complete Reductions and Idempotent Representations for $R Π Σ^{*}$ -towers

Yiman Gao, Jakob Obrovsky, Carsten Schneider

$R Π Σ^{*}$ -extensions form a rich class of difference rings that provide a unified algebraic framework for modeling indefinite nested sums, transcendental products, and nested product…

cs.IT2023

Maximum-order complexity and $2$ -adic complexity

Zhiru Chen, Zhixiong Chen, Jakob Obrovsky +1

The $2$ -adic complexity has been well-analyzed in the periodic case. However, we are not aware of any theoretical results on the $N$ th $2$ -adic complexity of any promising candidat…

Complete Reductions and Idempotent Representations for RΠΣ∗-towers

Maximum-order complexity and 2-adic complexity

Complete Reductions and Idempotent Representations for $R Π Σ^{*}$ -towers

Maximum-order complexity and $2$ -adic complexity