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Update README - GeoFractalDavid-Basin-k9 - Run 20251016_000149 - Acc 78.89%

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  1. README.md +53 -53
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@@ -23,7 +23,7 @@ model-index:
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  type: imagenet-1k
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  metrics:
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  - type: accuracy
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- value: 82.22
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  name: Validation Accuracy
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  ---
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@@ -34,20 +34,20 @@ Features must "fit" geometric signatures: k-simplex shapes, Cantor positions, an
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  ## 🎯 Performance
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- - **Best Validation Accuracy**: 82.22%
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- - **Epoch**: 8/10
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- - **Training Time**: 21m
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  ### Per-Scale Performance
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- - **Scale 512D**: 70.80%
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- - **Scale 576D**: 70.18%
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- - **Scale 640D**: 68.11%
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- - **Scale 704D**: 66.96%
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- - **Scale 768D**: 80.10%
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- - **Scale 832D**: 75.20%
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- - **Scale 896D**: 60.24%
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- - **Scale 960D**: 59.06%
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- - **Scale 1024D**: 53.63%
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  ## 🏗️ Architecture
@@ -74,10 +74,10 @@ Each scale learns to weight these components differently.
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  The alpha parameter controls middle-interval weighting in the Cantor staircase.
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- - **Initial**: 0.4823
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- - **Final**: 0.0027
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- - **Change**: -0.4796
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- - **Converged to 0.5**: False
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  The Cantor staircase uses soft triadic decomposition with learnable alpha to map
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  features into [0,1] space with fractal structure.
@@ -88,49 +88,49 @@ Each class has a learned scalar Cantor prototype. The model pulls features towar
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  their class's Cantor position.
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  **Scale 512D**:
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- - Mean: 0.0732
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- - Std: 0.0858
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- - Range: [-0.0501, 0.4448]
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  **Scale 576D**:
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- - Mean: 0.0729
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- - Std: 0.0859
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- - Range: [-0.0502, 0.4447]
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  **Scale 640D**:
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- - Mean: 0.0732
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- - Std: 0.0859
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- - Range: [-0.0502, 0.4447]
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  **Scale 704D**:
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- - Mean: 0.0729
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- - Std: 0.0857
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- - Range: [-0.0502, 0.4445]
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  **Scale 768D**:
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- - Mean: 0.0756
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- - Std: 0.0882
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- - Range: [-0.0501, 0.4484]
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  **Scale 832D**:
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- - Mean: 0.0751
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- - Std: 0.0876
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- - Range: [-0.0501, 0.4477]
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  **Scale 896D**:
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- - Mean: 0.0735
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- - Std: 0.0862
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- - Range: [-0.0503, 0.4453]
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  **Scale 960D**:
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- - Mean: 0.0731
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- - Std: 0.0860
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- - Range: [-0.0502, 0.4450]
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  **Scale 1024D**:
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- - Mean: 0.0731
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- - Std: 0.0859
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- - Range: [-0.0502, 0.4450]
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  Most classes cluster around 0.5 (middle Cantor region), with smooth spread across [0,1].
@@ -140,15 +140,15 @@ This creates a continuous manifold rather than discrete bins.
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  Each scale learns optimal weights for combining geometric components:
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- **Scale 512D**: Feature=0.783, Cantor=0.028, Crystal=0.188
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- **Scale 576D**: Feature=0.677, Cantor=0.030, Crystal=0.293
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- **Scale 640D**: Feature=0.575, Cantor=0.031, Crystal=0.394
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- **Scale 704D**: Feature=0.543, Cantor=0.030, Crystal=0.427
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- **Scale 768D**: Feature=0.975, Cantor=0.001, Crystal=0.024
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- **Scale 832D**: Feature=0.866, Cantor=0.002, Crystal=0.133
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- **Scale 896D**: Feature=0.451, Cantor=0.009, Crystal=0.540
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- **Scale 960D**: Feature=0.484, Cantor=0.013, Crystal=0.503
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- **Scale 1024D**: Feature=0.262, Cantor=0.009, Crystal=0.729
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  **Pattern**: Lower scales rely on feature similarity, higher scales use crystal geometry.
 
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  type: imagenet-1k
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  metrics:
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  - type: accuracy
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+ value: 78.89
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  name: Validation Accuracy
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  ---
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  ## 🎯 Performance
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+ - **Best Validation Accuracy**: 78.89%
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+ - **Epoch**: 2/10
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+ - **Training Time**: 5m
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  ### Per-Scale Performance
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+ - **Scale 512D**: 78.11%
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+ - **Scale 576D**: 78.22%
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+ - **Scale 640D**: 78.29%
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+ - **Scale 704D**: 78.22%
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+ - **Scale 768D**: 78.10%
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+ - **Scale 832D**: 78.11%
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+ - **Scale 896D**: 77.50%
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+ - **Scale 960D**: 77.48%
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+ - **Scale 1024D**: 76.10%
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  ## 🏗️ Architecture
 
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  The alpha parameter controls middle-interval weighting in the Cantor staircase.
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+ - **Initial**: 0.5078
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+ - **Final**: 0.5387
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+ - **Change**: +0.0309
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+ - **Converged to 0.5**: True
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  The Cantor staircase uses soft triadic decomposition with learnable alpha to map
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  features into [0,1] space with fractal structure.
 
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  their class's Cantor position.
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  **Scale 512D**:
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+ - Mean: 0.5389
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+ - Std: 0.1279
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+ - Range: [0.2747, 0.7762]
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  **Scale 576D**:
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+ - Mean: 0.5391
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+ - Std: 0.1278
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+ - Range: [0.2753, 0.7758]
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  **Scale 640D**:
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+ - Mean: 0.5391
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+ - Std: 0.1277
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+ - Range: [0.2756, 0.7758]
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  **Scale 704D**:
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+ - Mean: 0.5384
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+ - Std: 0.1274
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+ - Range: [0.2757, 0.7740]
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  **Scale 768D**:
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+ - Mean: 0.5344
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+ - Std: 0.1296
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+ - Range: [0.2642, 0.7727]
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  **Scale 832D**:
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+ - Mean: 0.5376
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+ - Std: 0.1279
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+ - Range: [0.2729, 0.7738]
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  **Scale 896D**:
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+ - Mean: 0.5361
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+ - Std: 0.1295
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+ - Range: [0.2662, 0.7758]
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  **Scale 960D**:
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+ - Mean: 0.5367
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+ - Std: 0.1287
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+ - Range: [0.2695, 0.7749]
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  **Scale 1024D**:
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+ - Mean: 0.5375
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+ - Std: 0.1283
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+ - Range: [0.2718, 0.7747]
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  Most classes cluster around 0.5 (middle Cantor region), with smooth spread across [0,1].
 
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  Each scale learns optimal weights for combining geometric components:
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+ **Scale 512D**: Feature=0.692, Cantor=0.072, Crystal=0.235
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+ **Scale 576D**: Feature=0.651, Cantor=0.073, Crystal=0.276
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+ **Scale 640D**: Feature=0.619, Cantor=0.074, Crystal=0.307
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+ **Scale 704D**: Feature=0.626, Cantor=0.066, Crystal=0.308
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+ **Scale 768D**: Feature=0.829, Cantor=0.031, Crystal=0.140
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+ **Scale 832D**: Feature=0.694, Cantor=0.048, Crystal=0.258
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+ **Scale 896D**: Feature=0.802, Cantor=0.032, Crystal=0.166
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+ **Scale 960D**: Feature=0.735, Cantor=0.038, Crystal=0.227
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+ **Scale 1024D**: Feature=0.663, Cantor=0.042, Crystal=0.295
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  **Pattern**: Lower scales rely on feature similarity, higher scales use crystal geometry.