Memory Encoding

Memory Encoding is the process by which a pulse's state becomes embedded in the substrate's informational structure as Data Memory, so that later operations can refer back to it and causal continuity is kept. It is one of the two ingredients of the Prime Recursion. The first Pulse encodes its own state as memory, written ↁ𝓜(①₁), the Data Memory encoding of the Prime Pulse, and propagates causal influence; the coupling of the two turns bare 0 ↔ 1 repetition into a process that carries information forward and imposes continuity. Without memory encoding a Pulse delivers presence without persistence; with it, the sequence becomes memory-bearing and causally linked, and the Collapse Phase is where the book places memory encoding within each pulse cycle. In the Prime Recursion, ℜ₁ = ☫(①₁, ↁ𝓜(①₁), 𝒞(①₁)), the encoded memory ↁ𝓜(①₁) is dimensionless, [∅]. It connects to The Prime Recursion, Data Memory Definition, Causal Influence, Referential Continuity, Collapse Phase and Systemic Memory.