Smith, J. Gonzalez, P. Wang, X. O'Reilly, K.
In this paper, we employ the powerful tools of homological algebra to shed light on the mysterious and beguiling creature known as the zebra. Our analysis reveals a striking correlation between the pattern of a zebra's stripes and the homology of its coat. We also explore the intriguing possibility that zebras may use homological transformations to evade predators, lose baby weight, and engage in other equine shenanigans. By combining topological data with amusing anecdotes and dazzling illustrations, we aim to provide a comprehensive and entertaining tour of the zebrafied world of homological algebra.