Simmons, P. Mackenzie, E. Fraser, K. Nguyen, Q.
This paper explores the fascinating connection between kiwi fruit and homological algebra. We begin our journey by investigating the tartness of kiwi fruit and its relationship with algebraic topology. We then use homological algebra to draw connections between the fuzzy exterior of the kiwi fruit and the cohomology of simplicial complexes. Our results demonstrate the surprising duality between the tangy flavor of the kiwi fruit and the duality of chain complexes. We conclude our paper by suggesting potential research avenues, including the study of other fruits and their relationships with various branches of mathematics. Anyone with a passion for fruit or algebra will surely find this paper to be a juicy read!