practice slice 1 — contracts, the chain bijection, coverage
src/core/contracts/practice.ts (new domain): ReasoningChain (group by conclusion, id = conclusion node id), PracticeParams (three 0..1 dials), ProblemSet/Problem lifecycle, feedback-only ProblemGrade. src/core/ practice.ts: chainsForSelection (follows-only, both-ends-in-selection, group-by-conclusion, singletons for edge-less nodes), chainsToGraph (the exact inverse — bijection pinned), chainCoverage (the completeness law: union of problems' chains = the set's chains; duplicated allowed). 13-test suite: diamond, premise-only, singleton, supports-invisible, outside-endpoint, dedupe, determinism, round-trips, coverage cases.
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/**
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* PRACTICE-MODULE CORE (slice 1, 2026-09-29 plan): the chain bijection —
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* chainsForSelection (group by conclusion, FOLLOWS ONLY — supports are
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* invisible to practice, owner ruling) / chainsToGraph (the exact inverse,
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* round-trip pinned) — and chainCoverage (the set's completeness law:
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* union of the problems' chains must equal the set's chains).
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*/
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import assert from "node:assert/strict";
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import { describe, it } from "node:test";
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import type { EdgeType } from "../src/core/contracts.ts";
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import { chainCoverage, chainsForSelection, chainsToGraph } from "../src/core/practice.ts";
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// ─── fixtures ────────────────────────────────────────────────────────────────
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const n = (id: string) => ({ id });
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const e = (from: string, to: string, type: EdgeType = "follows") => ({ from, to, type });
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/** The plan's canonical shape: diamond a→b, a→c, b→d, c→d. */
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const diamond = {
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nodes: [n("a"), n("b"), n("c"), n("d")],
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edges: [e("a", "b"), e("a", "c"), e("b", "d"), e("c", "d")],
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};
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const diamondChains = [
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{ id: "b", premises: ["a"], conclusion: "b" },
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{ id: "c", premises: ["a"], conclusion: "c" },
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{ id: "d", premises: ["b", "c"], conclusion: "d" },
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];
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// ─── chainsForSelection ──────────────────────────────────────────────────────
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describe("chainsForSelection", () => {
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it("groups by conclusion: the diamond a→b, a→c, b→d, c→d is three chains", () => {
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assert.deepEqual(chainsForSelection(diamond.nodes, diamond.edges), diamondChains);
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});
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it("a premise-only node is NOT its own chain — it lives inside the chains it feeds", () => {
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const ids = chainsForSelection(diamond.nodes, diamond.edges).map((c) => c.id);
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assert.ok(!ids.includes("a")); // a is only ever a premise
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});
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it("an isolated node becomes a singleton chain", () => {
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const chains = chainsForSelection([...diamond.nodes, n("z")], diamond.edges);
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assert.deepEqual(chains.at(-1), { id: "z", premises: [], conclusion: "z" });
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});
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it("supports edges are NO edges — nodes joined only by supports are singletons", () => {
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const chains = chainsForSelection([n("x"), n("y")], [e("x", "y", "supports")]);
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assert.deepEqual(chains, [
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{ id: "x", premises: [], conclusion: "x" },
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{ id: "y", premises: [], conclusion: "y" },
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]);
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});
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it("an edge with an endpoint outside the selection is excluded entirely", () => {
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// a→out would chain a; out is not selected, so the edge is gone and
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// a (nothing else left) falls back to a singleton.
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const chains = chainsForSelection([n("a")], [e("a", "out"), e("in", "a")]);
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assert.deepEqual(chains, [{ id: "a", premises: [], conclusion: "a" }]);
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});
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it("duplicate edge assertions collapse into one premise", () => {
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const chains = chainsForSelection([n("a"), n("b")], [e("a", "b"), e("a", "b")]);
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assert.deepEqual(chains, [{ id: "b", premises: ["a"], conclusion: "b" }]);
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});
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it("is deterministic — chains and premises sorted by id", () => {
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const shuffled = chainsForSelection(
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[n("d"), n("c"), n("b"), n("a")],
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[e("c", "d"), e("a", "c"), e("a", "b"), e("b", "d")],
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);
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assert.deepEqual(shuffled, diamondChains);
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});
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});
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// ─── chainsToGraph — the bijection ───────────────────────────────────────────
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describe("chainsToGraph (the inverse)", () => {
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it("reproduces exactly the selection's follows-edges (both ends selected)", () => {
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const supportsNoise = e("x", "y", "supports");
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const outside = e("a", "out");
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const { edges } = chainsToGraph(chainsForSelection(diamond.nodes, [...diamond.edges, supportsNoise, outside]));
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assert.deepEqual(edges, [...diamond.edges]);
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});
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it("round-trips a canonical chain list — singletons survive only for edge-less nodes", () => {
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// NOTE: the bijection is over chainsForSelection's IMAGE — lists where a
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// singleton's node never also appears as a premise/conclusion elsewhere.
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// (A "singleton + premise elsewhere" list is degenerate: not something
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// the translation ever produces.)
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const canonical = [
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{ id: "p1", premises: ["a", "b"], conclusion: "p1" },
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{ id: "p9", premises: [], conclusion: "p9" },
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{ id: "c1", premises: ["p1"], conclusion: "c1" },
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];
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const nodeIds = [...new Set(canonical.flatMap((c) => [c.conclusion, ...c.premises]))];
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const roundTripped = chainsForSelection(nodeIds.map(n), chainsToGraph(canonical).edges);
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assert.deepEqual(roundTripped, [
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{ id: "c1", premises: ["p1"], conclusion: "c1" },
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{ id: "p1", premises: ["a", "b"], conclusion: "p1" },
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{ id: "p9", premises: [], conclusion: "p9" },
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]);
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});
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});
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// ─── chainCoverage ───────────────────────────────────────────────────────────
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describe("chainCoverage", () => {
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it("complete cover: every chain exercised, no missing", () => {
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const set = {
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chains: diamondChains,
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problems: [{ chains: ["b", "c"] }, { chains: ["d"] }],
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};
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assert.deepEqual(chainCoverage(set), { missing: [], duplicated: [] });
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});
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it("missing: a chain no problem exercises", () => {
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const set = {
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chains: diamondChains,
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problems: [{ chains: ["d"] }],
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};
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assert.deepEqual(chainCoverage(set), { missing: ["b", "c"], duplicated: [] });
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});
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it("duplicated is informational — a chain exercised twice is allowed", () => {
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const set = {
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chains: diamondChains,
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problems: [{ chains: ["b", "c", "d"] }, { chains: ["b", "d"] }],
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};
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assert.deepEqual(chainCoverage(set), { missing: [], duplicated: ["b", "d"] });
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});
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it("problems claiming chain ids outside the set neither cover nor fail anything", () => {
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const set = {
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chains: [{ id: "b" }] as Array<{ id: string }>,
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problems: [{ chains: ["b", "ghost"] }],
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};
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assert.deepEqual(chainCoverage(set), { missing: [], duplicated: [] });
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});
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});
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