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ai-agent-book 精选快照（<2MB 代码与文档，来自 github.com/bojieli/ai-agent-book）
2026-08-20 13:12:50 +00:00

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<text x="255" y="95" font-family="'Courier New', Courier, monospace" font-size="12" fill="#333333" text-anchor="start" dominant-baseline="central">y₁: (8+6)×3-4 = 38 ✗</text>
<text x="255" y="117" font-family="'Courier New', Courier, monospace" font-size="12" fill="#333333" text-anchor="start" dominant-baseline="central">y₂: 3×4×(8-6) = 24 ✓</text>
<text x="255" y="139" font-family="'Courier New', Courier, monospace" font-size="12" fill="#333333" text-anchor="start" dominant-baseline="central">y₃: 8×4-6-3 = 23 ✗</text>
<text x="255" y="161" font-family="'Courier New', Courier, monospace" font-size="12" fill="#333333" text-anchor="start" dominant-baseline="central">y₄: (8+4)×3÷6 = 6 ✗</text>
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<text x="655" y="112" font-family="Arial, 'Helvetica Neue', Helvetica, 'PingFang SC', 'Microsoft YaHei', sans-serif" font-size="14" fill="#666666" text-anchor="middle" dominant-baseline="central" font-weight="normal">R₁ = 0 (incorrecto)</text>
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<text x="655" y="140" font-family="Arial, 'Helvetica Neue', Helvetica, 'PingFang SC', 'Microsoft YaHei', sans-serif" font-size="14" fill="#666666" text-anchor="middle" dominant-baseline="central" font-weight="normal">R₃ = 0 (incorrecto)</text>
<text x="655" y="154" font-family="Arial, 'Helvetica Neue', Helvetica, 'PingFang SC', 'Microsoft YaHei', sans-serif" font-size="14" fill="#666666" text-anchor="middle" dominant-baseline="central" font-weight="normal">R₄ = 0 (incorrecto)</text>
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<text x="390" y="262" font-family="Arial, 'Helvetica Neue', Helvetica, 'PingFang SC', 'Microsoft YaHei', sans-serif" font-size="14" fill="#333333" text-anchor="middle" dominant-baseline="central" font-weight="normal">A(yi) = (Ri - mean(R)) / std(R) → A1=-0.58 A2=+1.73 A3=-0.58 A4=-0.58</text>
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<text x="390" y="365" font-family="Arial, 'Helvetica Neue', Helvetica, 'PingFang SC', 'Microsoft YaHei', sans-serif" font-size="16" fill="#333333" text-anchor="middle" dominant-baseline="central" font-weight="normal">L = -E[ min(r(θ)·A, clip(r(θ), 1-ε, 1+ε)·A) ]</text>
<text x="390" y="390" font-family="Arial, 'Helvetica Neue', Helvetica, 'PingFang SC', 'Microsoft YaHei', sans-serif" font-size="11.5" fill="#666666" text-anchor="middle" dominant-baseline="central" font-weight="normal">Rango de recorte simétrico [1-ε, 1+ε], ε=0.2 · La ventaja proviene de la comparación relativa intragrupo, no se requiere red de valor</text>
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<text x="390" y="460" font-family="Arial, 'Helvetica Neue', Helvetica, 'PingFang SC', 'Microsoft YaHei', sans-serif" font-size="9.5" fill="#666666" text-anchor="middle" dominant-baseline="central" font-weight="normal">Sin modelo de recompensa/red de valor · Comparación relativa intragrupo · Conserva la capacidad de exploración en línea · Adecuado para escenarios de recompensa verificable</text>
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