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fix build
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book.toml

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@@ -31,13 +31,13 @@ additional-head-tags = '''
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[output.html.search]
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enable = true
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limit-results = 20
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teaser-word-count = 30
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teaser-word-count = 15
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use-boolean-and = true
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boost-title = 2
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boost-hierarchy = 1
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boost-paragraph = 1
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expand = true
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heading-split-level = 3
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heading-split-level = 2
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copy-js = true
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[output.html.fold]

src/bdag/theories/T38__SelfConstrainedCosmic__COMPOSITE__ZECK_F1+F3+F8__FROM__T1+T3+T34__TO__SelfConstrainedCosmicTensor.md

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@@ -401,7 +401,7 @@ $$T_{38} \leadsto T_m \iff m = 38 + F_k \text{ for some } F_k$$
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### 7.2 组合数学
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**定理 T38.6**: T38的折叠签名复杂度呈阶乘增长
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$$#FS(T_{38}) = 3! \times \text{Catalan}(2) = 12$$
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$$|\text{FS}(T_{38})| = 3! \times \text{Catalan}(2) = 12$$
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## 8. 意识与信息整合分析
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src/bdag/theories/T57__EntropySuperReality__COMPOSITE__ZECK_F2+F9__FROM__T2+T55__TO__EntropySuperRealityTensor.md

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@@ -414,7 +414,7 @@ $$T_{57} \leadsto T_m \iff m = 57 + F_k \text{ 且 } \text{No11}(m)$$
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### 7.2 组合数学
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**定理 T57.7**: 熵增超现实的组合复杂度
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$$\text{Complexity}(T_{57}) = \#FS \times \dim(\mathcal{L}) = 2 \times 110 = 220$$
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$$\text{Complexity}(T_{57}) = |\text{FS}| \times \dim(\mathcal{L}) = 2 \times 110 = 220$$
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## 8. 意识与信息整合分析
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src/bdag/theories/T59__SelfConstraintMetaverse__PRIME__ZECK_F1+F3+F9__FROM__T1+T3+T55__TO__SelfConstraintMetaverseTensor.md

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@@ -339,7 +339,7 @@ $$\mathcal{H}_{59} \cong \mathbb{C}^{165}$$
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设T59继承约束集合C = {C_T3, C_T55}:
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**约束转化公式**:
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$$\text{Constraints}(T_{59}) = \mathcal{F}_{inherit}(\text{C_T3} \cup \text{C_T55}, \mathcal{T}_{59})$$
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$$\text{Constraints}(T_{59}) = \mathcal{F}_{inherit}(\text{C}_{T3} \cup \text{C}_{T55}, \mathcal{T}_{59})$$
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其中约束在165维张量空间中表现为投影算子Π的组合。
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src/bdag/theories/T60__SpaceMetaverse__COMPOSITE__ZECK_F4+F9__FROM__T5+T55__TO__SpaceMetaverseTensor.md

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@@ -328,7 +328,7 @@ $$\mathcal{H}_{60} \cong \mathbb{C}^{275}$$
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设T60继承约束集合C = {C_T5, C_T55}:
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**约束转化公式**:
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$$\text{Constraints}(T_{60}) = \mathcal{F}_{inherit}(\text{C_T5} \cup \text{C_T55}, \mathcal{T}_{60})$$
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$$\text{Constraints}(T_{60}) = \mathcal{F}_{inherit}(\text{C}_{T5} \cup \text{C}_{T55}, \mathcal{T}_{60})$$
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其中约束在275维张量空间中表现为空间导航的边界条件。
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src/bdag/theories/T61__SelfSpaceMetaverse__PRIME__ZECK_F1+F4+F9__FROM__T1+T5+T55__TO__SelfSpaceMetaverseTensor.md

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@@ -344,7 +344,7 @@ $$\mathcal{H}_{61} \cong \mathbb{C}^{275}$$
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设T61继承约束集合C = {C_T1, C_T5, C_T55}:
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**约束转化公式**:
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$$\text{Constraints}(T_{61}) = \mathcal{F}_{inherit}(\text{C_T1} \cup \text{C_T5} \cup \text{C_T55}, \mathcal{T}_{61})$$
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$$\text{Constraints}(T_{61}) = \mathcal{F}_{inherit}(\text{C}_{T1} \cup \text{C}_{T5} \cup \text{C}_{T55}, \mathcal{T}_{61})$$
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其中约束在275维张量空间中表现为自定位系统的边界条件。
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src/bdag/theories/T62__EntropySpaceMetaverse__COMPOSITE__ZECK_F2+F4+F9__FROM__T2+T5+T55__TO__EntropySpaceMetaverseTensor.md

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@@ -347,7 +347,7 @@ $$\mathcal{H}_{62} \cong \mathbb{C}^{550}$$
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设T62继承约束集合C = {C_T2, C_T5, C_T55}:
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**约束转化公式**:
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$$\text{Constraints}(T_{62}) = \mathcal{F}_{inherit}(\text{C_T2} \cup \text{C_T5} \cup \text{C_T55}, \mathcal{T}_{62})$$
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$$\text{Constraints}(T_{62}) = \mathcal{F}_{inherit}(\text{C}_{T2} \cup \text{C}_{T5} \cup \text{C}_{T55}, \mathcal{T}_{62})$$
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其中约束在550维张量空间中表现为演化动力学的边界条件。
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src/bdag/theories/T70__EntropicUnifiedHyper__COMPOSITE__ZECK_F2+F6+F9__FROM__T2+T13+T55__TO__EntropicUnifiedHyperTensor.md

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### 9.2 组合数学
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**定理 T70.7**: T₇₀的组合复杂度
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$$\text{Complexity}(T_{70}) = #FS \times \dim(\mathcal{L}) = 12 \times 1430 = 17160$$
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$$\text{Complexity}(T_{70}) = |\text{FS}| \times \dim(\mathcal{L}) = 12 \times 1430 = 17160$$
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### 9.3 五重等价性映射 (包含F5的扩展分析)
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src/bdag/theories/T9__Observer__COMPOSITE__ZECK_F1+F5__FROM__T1+T8__TO__ObserverTensor.md

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@@ -445,7 +445,7 @@ T9提供了观察者的数学构造,是意识现象的必要前提。
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### 7.1 可达性关系
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定义理论可达性关系 $\leadsto$:
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$$T_9 \leadsto T_m \iff \text{T_m需要观察者结构}$$
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$$T_9 \leadsto T_m \iff \text{T}_m\text{需要观察者结构}$$
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**主要可达理论**:
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- $T_9 \leadsto T_{17}$ (观察者→意识阈值)

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