Bentley, H. Foxglove, E. Hopkins, L. Oxbridge, W.
In this paper, we explore the hidden mathematical mysteries of the legendary narwhal tusk. By utilizing the powerful tools of homological algebra, we unveil the secrets of narwhal horn evolution with all its twists and turns. Through painstaking analysis, we demonstrate how the mathematical machinery of topology can provide insights into the evolutionary process that led to the once-mighty sea unicorn's most famous feature. We hope that our findings will inspire a new generation of mathematicians and biologists to delve deeper into the mathematical underpinnings of the natural world - and perhaps even shed some light on the age-old question of why narwhals have such fabulous tusks.