
This document is devoted to understanding and implementing the energy numbers, which were recently explicated very clearly by Emmerson in his recent paper. Through this line of reasoning, it becomes apparent that the algebra defined by the energy numbers are indeed the natural algebra for categorifying quantization. We also develop a notion of symmetric topological vector spaces, and forcing on said spaces motivated by homological mirror symmetry.
category theory, number theory, topology, math, pure math, mirror symmetry, physics, energy, hep, algebraic geometry
category theory, number theory, topology, math, pure math, mirror symmetry, physics, energy, hep, algebraic geometry
