Library / First Principles Framework (FPF) - Core Conceptual Specification
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Source changed 2026-10-03 08:25:59 UTC · snapshot created 2026-10-03 08:26:43 UTC · last check 2026-10-03 08:50:20 UTC

E.11:4.5 - Stable practical-use keys and selected forms

Give every selectable public entry one stable semantic key so the reader can return to the same situation after wording, grouping, or presentation changes. The product maintains one declaration that assigns each key exactly one ordinary-entry or card form. An optional expansion repeats its enclosing card key only to remain findable; it is not another selectable occurrence. This rule creates no universal entry kind or second key registry.

E.4.FPF carries the current FPF example-key and form declaration plus its language-appropriate reading-burden measure and two maxima. A DPF or LPF carries its own product declaration under E.4.DPF. E.11 therefore does not maintain another FPF key list or treat displayed examples as product coverage.

E.11 records one F.13-form historical read path: splits(SYSTEM-IN-CONTEXT -> {SYSTEM-RECOGNITION, SYSTEM-DELIMITATION, WORDING, ARCHITECTURE}). The old card had no single surviving public-guidance identity: system recognition, system delimitation, lexical recovery, and architecture have different referents, relations or evaluations, receiving uses, first results, and direct governors. Older writing remains readable through this one read path; current entry use names only the four resulting keys. A.1.STM is a conditional continuation with a dedicated readable README guide, not a fifth resulting key. The split creates no U-kind, relation kind, record kind, result kind, or generic Context claim.

The FPF Readme carries a selected, explicitly non-exhaustive set of current public examples and their optional expansions. Preface explains why FPF’s distinctions work together. ToC locates pattern families and questions outside the examples. Full patterns carry Methods, conditions, costs, consequences, and result semantics. None is a second entry store or a claim that the examples bound FPF use.