# Effective cycles on some linear blowups of projective spaces

## TL;DR

This paper computes the cones of effective cycles on certain blowups of projective spaces, specifically focusing on cases involving general sets of lines, advancing understanding of their geometric properties.

## Contribution

It provides explicit descriptions of effective cycle cones on linear blowups of projective spaces with general lines, a novel computation in algebraic geometry.

## Key findings

- Explicit cones of effective cycles computed
- New insights into blowups of projective spaces
- Enhanced understanding of geometric structures

## Abstract

We compute cones of effective cycles on some blowups of projective spaces in general sets of lines.