Computing compression on the first block…
} const groups = buildGroups(results) // Every coder that codes against an explicit model can be scored against it. const efficiency = results.filter(r => r.modelBitsPerSample !== undefined) // Group headers and bar rows laid out top to bottom; groups may differ in // row count, so positions accumulate rather than being indexed. const groupLabels: { label: string; y: number }[] = [] const placed: { row: Row; y: number }[] = [] let yCursor = AXIS_H + REF_BAND for (const g of groups) { groupLabels.push({ label: g.label, y: yCursor + 15 }) yCursor += GROUP_H for (const row of g.rows) { placed.push({ row, y: yCursor }) yCursor += ROW_H } } const rows = placed.map(p => p.row) const value = (r: { bitsPerSample: number; ratio: number }) => metric === 'bits' ? r.bitsPerSample : r.ratio const rateValue = rateBits !== null && rateBits > 0 ? (metric === 'bits' ? rateBits : 16 / rateBits) : null const theoryValue = theoryBits > 0 ? (metric === 'bits' ? theoryBits : 16 / theoryBits) : null const xMax = Math.max(...rows.map(value), rateValue ?? 0, theoryValue ?? 0) * 1.1 const plotW = width - LABEL_W - RIGHT_PAD const height = yCursor + 6 const xOf = (v: number) => LABEL_W + (v / xMax) * plotW const fmt = (r: Row) => (metric === 'bits' ? r.bitsPerSample.toFixed(2) : `${r.ratio.toFixed(2)}×`) const onBarMove = (e: React.PointerEvent, row: Row) => { const box = ref.current!.getBoundingClientRect() setTip({ x: e.clientX - box.left, y: e.clientY - box.top, row }) } const rateX = rateValue !== null ? xOf(rateValue) : 0 const rateLabel = rateBits !== null && rateBits > 0 ? metric === 'bits' ? `Monte-Carlo = ${rateBits.toFixed(2)}` : `Monte-Carlo ⇒ ${(16 / rateBits).toFixed(2)}×` : '' const theoryX = theoryValue !== null ? xOf(theoryValue) : 0 const theoryLabel = theoryValue !== null ? metric === 'bits' ? `theory ≈ ${theoryBits.toFixed(2)}` : `theory ⇒ ${(16 / theoryBits).toFixed(2)}×` : '' // ± one standard error around the Monte-Carlo line, in the plotted metric. let band: { x: number; w: number } | null = null if (rateBits !== null && rateBits > 0 && rateSe !== null && rateSe > 0) { const loBits = Math.max(rateBits - rateSe, 1e-9) const hiBits = rateBits + rateSe const x1 = xOf(metric === 'bits' ? loBits : 16 / hiBits) const x2 = Math.min(xOf(metric === 'bits' ? hiBits : 16 / loBits), LABEL_W + plotW) band = { x: x1, w: Math.max(x2 - x1, 0) } } return (| method | bytes | bits/sample | ratio vs int16 |
|---|---|---|---|
| {r.name} | {r.bytes.toLocaleString()} | {r.bitsPerSample.toFixed(3)} | {r.ratio.toFixed(3)} |
| entropy rate R — analytic theory | — | {theoryBits.toFixed(3)} | {(16 / theoryBits).toFixed(3)} |
| entropy rate R — Monte-Carlo ground truth | — | {rateBits.toFixed(3)} {rateSe !== null && rateSe > 0 ? ` ± ${rateSe.toFixed(3)}` : ''} | {(16 / rateBits).toFixed(3)} |