Convergence, Sequencing & Continuity

A loose family of primes about processes settling into order over time: continuity as change without jumps, convergence toward a stable state, sequencing under precedence constraints, standardization as convergence on a shared norm, and stochastic processes as randomness evolving through time.

5 primes in this family — primes that sit near one another in abstraction space (k-means over structural-signature embeddings). Each is shown with its short description.

• Continuity — Smooth change without jumps.
• Convergence — Movement toward stable state.
• Sequencing — Deliberately ordering steps under precedence constraints so that the arrangement itself, not just the set of tasks, determines the outcome.
• Standardization — The act or process by which independent parties converge on a single shared specification, format, or interface — agreement on a common norm rather than the benefits that follow from it.
• Stochastic Process — A quantity indexed (usually by time) whose evolution is governed by randomness — an indexed family of random variables sharing one probability law.