
The Series on Knots and Everything centers on knot theory and its connections to diverse fields, including topology, geometry, physics, logic, and computation. Focusing on both foundational ideas and emerging directions, the series brings together research on low- and high-dimensional knotting, algebraic and combinatorial structures, and broader applications in science and mathematics. Many volumes explore intersections with category theory, cybernetics, and even artistic and philosophical perspectives. This series offers a deeper understanding of the intricate mathematical structures that connect abstract theory with real-world phenomena.