Author ORCID Identifier
Thesis - Oberlin Community Only
Bachelor of Arts
Affine semigroups, Continued fractions
Given any two nonnegative integer points in the real plane, we consider all the integer points in their conical hull. We then find the unique minimal generating set of these points under coordinate-wise addition. In the process, we use negative continued fractions the approximate the slopes of the lines through the origin and these two points.
Fisher, Augustine, "Minimal Generating Set of an Integer Cone" (2023). Honors Papers. 875.