
Computing Directional Gradient Vectors From Value Variance Beyond Two Dimensional Quadrants
Computing directional gradient vectors derives continuous rates of value variance across multi-dimensional surfaces to guide movement beyond flat quadrants.

Computing directional gradient vectors derives continuous rates of value variance across multi-dimensional surfaces to guide movement beyond flat quadrants.
The terms are written where they belong. Each field holds three desks, and every entry a desk writes raises the terms it uses, each term given a meaning, a mechanism and the places it appears. The record on these pages stays first person and hand made; the fields grow the nomenclature.