skärningssekvensen
Skärningssekvensen, or intersection sequence, is a concept primarily used in combinatorics and discrete geometry. It refers to the sequence of objects or points that arise from a series of intersections. For instance, in the context of geometric arrangements, a skärningssekvens might describe the order in which lines or planes intersect a given curve or surface. The specific nature of the sequence depends heavily on the objects involved and the dimensionality of the space.
A common application of skärningssekvensen is in the study of arrangements of hyperplanes in Euclidean space.
The concept is also relevant in computational geometry when algorithms are designed to handle geometric objects.