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gitpp-sheet

v0.3.1

Published

A git.pp fold as a spreadsheet with cell-level confidence, and a chain of thought as a graph of questions whose ledger lets a smaller model answer questions nobody asked

Readme

gitpp-sheet

A git.pp fold as a spreadsheet with cell-level confidence, and the graph that shows where the confidence came from.

The gap this fills

A fold already IS a spreadsheet:

| | | |---|---| | state | key → value — the cells | | setters | key → record — cell provenance | | order | the dependency order | | conflicts | who lost — the audit trail |

What it does NOT have is a way to say how sure we are of a cell.

Jev (TypeSafe AI) supplies calibrated probabilities for claims about text. A fold is a propagation structure. So:

spec text ──Jev──> per-claim confidence ──fold──> per-CELL confidence

A cell's confidence is not the confidence of the record that set it. It is the confidence of the decision that made it the winner — and that decision depends on the losing candidates too.

The two ideas that make it work

1. Score the CLAIM, not the record. "This record is a task" is a property of a record. The fold does not depend on record properties; it depends on relations between them. The claim that actually decides a cell is "r2 (a task) outranks r7 (a witness) for key k0" — and that is also the only kind of claim a text-grounded judge can answer.

2. Propagate through the fold, not through the picture. A cell whose value is unaffected by any uncertain decision is certain, even if every record involved was scored 0.7. An average of record scores is not a confidence.

Confidence is the minimum over the decisions that produced the cell, not the mean and not a product:

  • a mean lets one uncertain decision hide behind many certain ones, which is how a confidence display becomes a lie
  • a product compounds independent decisions and understates certainty for a decision that is certain

The minimum is the honest summary of "what is the weakest link in the argument for this cell".

What the instrument found

The first run flagged two cells as fragile at 14% and 11%:

env.load   witness  14%   <-- FRAGILE
same       task     11%   <-- FRAGILE

Both were same-class contests — "a witness outranks a witness", "a task outranks a task". The spec says override > task > witness and says nothing about same-class records; those are decided by §5.4's tie-break. So the claim was asking about the wrong clause, the judge correctly answered "the spec does not settle this", and the fragility was an artefact of my claim extraction, not of the spec.

The claim set was fixed to ask the tie-break question for same-class contests, and both cells went to 96% and 97%.

A judge that reads the spec found a hole in the code that asks the judge. That is the whole point of the arrangement: the instrument is only useful when its output is allowed to say the harness is wrong.

Files

| | | |---|---| | src/sheet.mjs | cells, provenance, confidence, propagation, dependency queries | | src/claims.mjs | turns a fold into the claims that decide it | | src/jev.mjs | a thin Jev client, grouping claims by clause | | src/graph.mjs | SVG graph + a text rendering of the same information | | demo.mjs | end-to-end: fold → claims → Jev → sheet → graph | | test/sheet.test.mjs | 8 cases, mutation-verified |

The test suite is mutation-verified

| mutation | result | |---|---| | mean instead of minimum | 7 pass, 1 fail | | read setters only, ignore the conflict ledger | 7 pass, 1 fail | | propagate a loser's uncertainty | 7 pass, 1 fail | | clean | 8 pass, 0 fail |

Two deliberate design choices

A loser's uncertainty does not propagate. If the winner is uncertain the cell is uncertain; if a loser is uncertain, the cell is not, because the loser's opinion did not determine the value.

The winner is read from the conflict ledger first. A port that does not emit setters is legal. Reading only setters would produce a sheet with null setters, no decisions, and therefore 100% confidence on every cell — certain because it knows nothing, which is worse than no sheet at all.


The question graph (v0.2.0)

A chain of thought is ephemeral. It lives in one model's context and is gone. The scores that justified it are gone too, so the next question starts from nothing even when it is 95% the same question.

This package makes it durable.

import { defineGraph }      from "gitpp-sheet/qgraph";
import { createLedger, recordObservation } from "gitpp-sheet/ledger";
import { deriveAnswer }     from "gitpp-sheet/derive";
import { runScript }        from "gitpp-sheet/script";

Three things that are usually conflated, kept apart:

| | who can speak to it | |---|---| | CERTIFIED — a question asked of a document, with a verdict | the judge | | ASSERTED — an edge: "this part depends on that part" | nobody — it is authored | | OBSERVED — the score, the document it was read against, solo or batched | the judge, with provenance |

The judge reads text; it does not do logic. It can tell you the document states X. It cannot tell you that X therefore Y. So the receipt of a derived answer says which is which:

confidence 0.95 … resting on 2 CERTIFIED question(s) and 1 ASSERTED edge(s)
nobody checked. All of it was read against 1 document(s) -- so these are 2
readings of ONE document, not 2 independent witnesses.

The closure property. A ledger is sufficient: everything a decision's verdict depends on is in it, so the verdict reproduces with no judge call at all. Which means a question nobody asked can be answered from the ledger, and a small model — or a rule engine — can read the ledger and answer what the big model asked.

const answer = deriveAnswer(graph, ledger, {
  id: "what-if-the-other-record-had-won",
  requires: ["q:precedence", "q:contest"],
  threshold: 0.5,
  assertedEdges: ["premise -> contest"],
});
// answer.receipt says how much is certified and how much is merely asserted

A bare score is not safe to read. A false claim scores 0.01 against a clean document and 0.86 against one with a contradicting clause appended — same number space, invisible in the number. So the ledger stores the adjudicated observation, and the right parsing is to read the verdict.

Full design, with the limits stated: docs/question-graph.md.