Jul 14, 2020 · In this work, we prove Knuth's conjecture in a more general form, allowing for arbitrary shifts s\geq 1 that are coprime to 2n+1. We also ...

In this work we present a general and versatile algorithmic framework for exhaustively generating a large variety of different combinatorial objects, based on ...

Mar 21, 2021 · In this work, we prove Knuth's conjecture in a more general form, allowing for arbitrary shifts s ≥ 1 that are coprime to 2n + 1. We also ...

Abstract. The well-known middle levels conjecture asserts that for every integer n ≥ 1, all binary strings of length 2(n + 1) with exactly n + 1 many 0s ...

This work proves Knuth's conjecture in a more general form, allowing for arbitrary shifts $s\geq 1$ that are coprime to $2n+1$, and presents an algorithm to ...

In this work, we prove Knuth's conjecture in a more general form, allowing for arbitrary shifts s ≥ 1 that are coprime to 2n + 1. We also present an algorithm.

In this work, we prove Knuth's conjecture in a more general form, allowing for arbitrary shifts s ≥ 1 that are coprime to 2n + 1. We also present an algorithm ...

In this work, we prove Knuth's conjecture in a more general form, allowing for arbitrary shifts $s\geq 1$ that are coprime to $2n+1$. We also present an ...

Middle levels problem: Generate n-subsets of 2n-element ground set by star transpositions, for every n ≥ 2. • Stronger version due to [Knuth TAOCP Vol.

In this work, we prove Knuth's conjecture in a more general form, allowing for arbitrary shifts $s\geq 1$ that are coprime to $2n+1$. We also present an ...