Peter Illig

most citedApplication of integral invariants to apictorial jigsaw puzzle assembly

3 citations · 3 across the 1 of their papers we have counts for

collaborators

2 papers

math.NA2021★ 3 cited

Application of integral invariants to apictorial jigsaw puzzle assembly

Peter Illig, Robert Thompson, Qimeng Yu

We present a method for the automatic assembly of apictorial jigsaw puzzles. This method relies on integral area invariants for shape matching and an optimization process to aggreg…

math.NT2020

Newly reducible polynomial iterates

Peter Illig, Rafe Jones, Eli Orvis +2

Given a field $K$ and $n > 1$ , we say that a polynomial $f \in K [x]$ has newly reducible $n$ th iterate over $K$ if $f^{n - 1}$ is irreducible over $K$ , but $f^{n}$ is not (here $f^{i}$ d…