diff --git a/MLP_feature_cleaning.ipynb b/MLP_feature_cleaning.ipynb index 110bdb3..433ea89 100644 --- a/MLP_feature_cleaning.ipynb +++ b/MLP_feature_cleaning.ipynb @@ -26,7 +26,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/sohanatluri/Downloads/outlyingPitch/test_env/lib/python3.11/site-packages/pybaseball/statcast.py:50: UserWarning: \n", + "/Users/sohanatluri/Downloads/outlyingPitch/.venv/lib/python3.11/site-packages/pybaseball/statcast.py:50: UserWarning: \n", "That's a nice request you got there. It'd be a shame if something were to happen to it.\n", "We strongly recommend that you enable caching before running this. It's as simple as `pybaseball.cache.enable()`.\n", "Since the Statcast requests can take a *really* long time to run, if something were to happen, like: a disconnect;\n", @@ -47,1539 +47,827 @@ "name": "stderr", "output_type": "stream", "text": [ - " 0%| | 1/200 [00:00<00:24, 8.06it/s]/Users/sohanatluri/Downloads/outlyingPitch/test_env/lib/python3.11/site-packages/pybaseball/datahelpers/postprocessing.py:59: FutureWarning: errors='ignore' is deprecated and will raise in a future version. Use to_datetime without passing `errors` and catch exceptions explicitly instead\n", + " 0%| | 0/200 [00:00 0:\n", + " pitcher_correct = (all_preds_final[mask] == pitcher_id).sum()\n", + " pitcher_total = mask.sum()\n", + " pitcher_accuracy = pitcher_correct / pitcher_total\n", + " \n", + " pitcher_stats.append({\n", + " 'pitcher_id': pitcher_id,\n", + " 'pitcher_name': le.classes_[pitcher_id],\n", + " 'correct': int(pitcher_correct),\n", + " 'total': int(pitcher_total),\n", + " 'accuracy': pitcher_accuracy\n", + " })\n", + "\n", + "# Sort by accuracy\n", + "pitcher_stats.sort(key=lambda x: x['accuracy'], reverse=True)\n", + "\n", + "# Show top 10 and bottom 10\n", + "print(f\"\\nTop 10 Most Accurate Pitchers:\")\n", + "print(f\"{'Rank':<6} {'Pitcher Name':<30} {'Correct':<10} {'Total':<10} {'Accuracy':<10}\")\n", + "print(\"-\" * 70)\n", + "for i, stats in enumerate(pitcher_stats[:10], 1):\n", + " print(f\"{i:<6} {stats['pitcher_name']:<30} {stats['correct']:<10} {stats['total']:<10} {stats['accuracy']:<10.4f}\")\n", + "\n", + "print(f\"\\nBottom 10 Least Accurate Pitchers:\")\n", + "print(f\"{'Rank':<6} {'Pitcher Name':<30} {'Correct':<10} {'Total':<10} {'Accuracy':<10}\")\n", + "print(\"-\" * 70)\n", + "for i, stats in enumerate(pitcher_stats[-10:], 1):\n", + " print(f\"{i:<6} {stats['pitcher_name']:<30} {stats['correct']:<10} {stats['total']:<10} {stats['accuracy']:<10.4f}\")\n", + "\n", + "# Summary statistics\n", + "accuracies = [s['accuracy'] for s in pitcher_stats]\n", + "print(f\"\\nPer-Pitcher Accuracy Statistics:\")\n", + "print(f\" Mean: {np.mean(accuracies):.4f}\")\n", + "print(f\" Median: {np.median(accuracies):.4f}\")\n", + "print(f\" Std: {np.std(accuracies):.4f}\")\n", + "print(f\" Min: {np.min(accuracies):.4f}\")\n", + "print(f\" Max: {np.max(accuracies):.4f}\")\n", + "\n", + "# Save per-pitcher accuracy to file\n", + "with open('outputs/per_pitcher_accuracy.txt', 'w') as f:\n", + " f.write(\"PER-PITCHER ACCURACY REPORT\\n\")\n", + " f.write(\"=\"*70 + \"\\n\\n\")\n", + " f.write(f\"Overall Metrics:\\n\")\n", + " f.write(f\" Top-1 Accuracy: {top1_accuracy:.4f}\\n\")\n", + " f.write(f\" Top-3 Accuracy: {top3_accuracy:.4f}\\n\")\n", + " f.write(f\" Top-5 Accuracy: {top5_accuracy:.4f}\\n\\n\")\n", + " f.write(f\"Per-Pitcher Statistics:\\n\")\n", + " f.write(f\" Mean: {np.mean(accuracies):.4f}\\n\")\n", + " f.write(f\" Median: {np.median(accuracies):.4f}\\n\")\n", + " f.write(f\" Std: {np.std(accuracies):.4f}\\n\\n\")\n", + " f.write(f\"{'Rank':<6} {'Pitcher Name':<30} {'Correct':<10} {'Total':<10} {'Accuracy':<10}\\n\")\n", + " f.write(\"-\" * 70 + \"\\n\")\n", + " for i, stats in enumerate(pitcher_stats, 1):\n", + " f.write(f\"{i:<6} {stats['pitcher_name']:<30} {stats['correct']:<10} {stats['total']:<10} {stats['accuracy']:<10.4f}\\n\")\n", + "\n", + "print(f\"\\n✓ Saved per-pitcher accuracy to: outputs/per_pitcher_accuracy.txt\")\n", + "print(\"=\"*70)\n", + "\n", "# Save everything\n", "os.makedirs('outputs', exist_ok=True)\n", "\n", @@ -245076,7 +244585,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 16, "id": "e5380749", "metadata": {}, "outputs": [ @@ -245127,7 +244636,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 17, "id": "cef111b8", "metadata": {}, "outputs": [ @@ -245190,7 +244699,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 18, "id": "3cd44029", "metadata": {}, "outputs": [ @@ -245215,7 +244724,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c37b653a8d8d46d5af51d616bd88a980", + "model_id": "9b6d6d2b24ab4005898a96f89792ccb2", "version_major": 2, "version_minor": 0 }, @@ -245291,7 +244800,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 19, "id": "1ecfeee7", "metadata": {}, "outputs": [ @@ -245313,42 +244822,42 @@ "======================================================================\n", "Rank Feature Mean |SHAP| \n", "----------------------------------------------------------------------\n", - "1 release_pos_z 0.008928 \n", - "2 release_pos_x 0.008920 \n", - "3 release_speed 0.006990 \n", - "4 spin_axis 0.006870 \n", - "5 pfx_z 0.005163 \n", - "6 pfx_x 0.004859 \n", - "7 pitch_type_FF 0.002982 \n", - "8 pitch_type_CH 0.002001 \n", - "9 pitch_type_SL 0.001860 \n", - "10 pitch_type_SI 0.001857 \n", - "11 pitch_type_KC 0.001218 \n", - "12 pitch_type_CU 0.001076 \n", - "13 pitch_type_FC 0.001048 \n", - "14 pitch_type_ST 0.000933 \n", - "15 pitch_type_FS 0.000776 \n", - "16 plate_z 0.000556 \n", - "17 plate_x 0.000446 \n", - "18 matchup 0.000427 \n", - "19 count_0-0 0.000295 \n", - "20 count_0-1 0.000146 \n", + "1 release_pos_x 0.009048 \n", + "2 release_pos_z 0.008815 \n", + "3 release_speed 0.006917 \n", + "4 spin_axis 0.006827 \n", + "5 pfx_z 0.005120 \n", + "6 pfx_x 0.004851 \n", + "7 pitch_type_FF 0.003021 \n", + "8 pitch_type_CH 0.001940 \n", + "9 pitch_type_SI 0.001898 \n", + "10 pitch_type_SL 0.001880 \n", + "11 pitch_type_KC 0.001239 \n", + "12 pitch_type_CU 0.001126 \n", + "13 pitch_type_FC 0.001001 \n", + "14 pitch_type_ST 0.000936 \n", + "15 pitch_type_FS 0.000758 \n", + "16 plate_z 0.000537 \n", + "17 plate_x 0.000481 \n", + "18 matchup 0.000404 \n", + "19 count_0-0 0.000191 \n", + "20 count_0-1 0.000152 \n", "\n", "======================================================================\n", "BOTTOM 10 LEAST IMPORTANT FEATURES\n", "======================================================================\n", "Rank Feature Mean |SHAP| \n", "----------------------------------------------------------------------\n", - "23 count_1-2 0.000135 \n", - "24 count_1-1 0.000124 \n", - "25 count_2-1 0.000104 \n", - "26 count_2-0 0.000103 \n", - "27 count_0-2 0.000102 \n", - "28 count_3-2 0.000100 \n", - "29 count_3-1 0.000077 \n", - "30 pitch_type_other 0.000074 \n", - "31 pitch_type_SV 0.000029 \n", - "32 count_3-0 0.000016 \n" + "23 count_1-2 0.000128 \n", + "24 count_2-0 0.000112 \n", + "25 count_1-0 0.000111 \n", + "26 count_3-2 0.000105 \n", + "27 count_0-2 0.000103 \n", + "28 count_2-1 0.000088 \n", + "29 count_3-1 0.000074 \n", + "30 pitch_type_other 0.000073 \n", + "31 pitch_type_SV 0.000028 \n", + "32 count_3-0 0.000014 \n" ] } ], @@ -245406,7 +244915,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 20, "id": "ec0d84a4", "metadata": {}, "outputs": [ @@ -245425,15 +244934,15 @@ "Release Point 0.0248 0.0083 3\n", "Pitch Type 0.0139 0.0013 11\n", "Movement 0.0100 0.0050 2\n", - "Spin 0.0069 0.0069 1\n", - "Count Situation 0.0015 0.0001 12\n", + "Spin 0.0068 0.0068 1\n", + "Count Situation 0.0013 0.0001 12\n", "Location 0.0010 0.0005 2\n", "Matchup 0.0004 0.0004 1\n" ] }, { "data": { - "image/png": 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", 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", 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" ] @@ -245527,13 +245036,13 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 21, "id": "4dd390b1", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -245584,7 +245093,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 22, "id": "84e07db0", "metadata": {}, "outputs": [ @@ -245607,7 +245116,7 @@ "\n", "Key Findings:\n", " • Most important category: Release Point\n", - " • Most important feature: release_pos_z\n", + " • Most important feature: release_pos_x\n", " • Top 3 features account for 42.5% of total importance\n", "\n", "✓ All SHAP results saved to outputs/ directory\n" @@ -245698,7 +245207,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 23, "id": "4ae087cc", "metadata": {}, "outputs": [ @@ -245718,64 +245227,64 @@ "======================================================================\n", "(These features HELP the model make correct predictions)\n", "\n", - "release_pos_x | Mean Positive: 0.146362 | Net: 0.146056\n", - "release_pos_z | Mean Positive: 0.137964 | Net: 0.137468\n", - "spin_axis | Mean Positive: 0.117246 | Net: 0.116909\n", - "release_speed | Mean Positive: 0.096027 | Net: 0.094675\n", - "pfx_z | Mean Positive: 0.073614 | Net: 0.072389\n", - "pfx_x | Mean Positive: 0.065256 | Net: 0.063265\n", - "pitch_type_FF | Mean Positive: 0.034624 | Net: 0.031535\n", - "pitch_type_CH | Mean Positive: 0.024855 | Net: 0.024199\n", - "pitch_type_SL | Mean Positive: 0.021927 | Net: 0.020974\n", - "pitch_type_SI | Mean Positive: 0.021668 | Net: 0.020855\n", + "release_pos_x | Mean Positive: 0.149548 | Net: 0.149191\n", + "release_pos_z | Mean Positive: 0.139382 | Net: 0.138867\n", + "spin_axis | Mean Positive: 0.116230 | Net: 0.116045\n", + "release_speed | Mean Positive: 0.097548 | Net: 0.096252\n", + "pfx_z | Mean Positive: 0.073790 | Net: 0.072185\n", + "pfx_x | Mean Positive: 0.064794 | Net: 0.063794\n", + "pitch_type_FF | Mean Positive: 0.035641 | Net: 0.033553\n", + "pitch_type_CH | Mean Positive: 0.025313 | Net: 0.024657\n", + "pitch_type_SI | Mean Positive: 0.023856 | Net: 0.023557\n", + "pitch_type_SL | Mean Positive: 0.022171 | Net: 0.021631\n", "\n", "======================================================================\n", "TOP 10 FEATURES WITH STRONGEST NEGATIVE IMPACT\n", "======================================================================\n", "(These features CONFUSE the model / push away from correct class)\n", "\n", - "pitch_type_FF | Mean Negative: -0.003089 | Net: 0.031535\n", - "pfx_x | Mean Negative: -0.001991 | Net: 0.063265\n", - "release_speed | Mean Negative: -0.001352 | Net: 0.094675\n", - "pfx_z | Mean Negative: -0.001225 | Net: 0.072389\n", - "pitch_type_SL | Mean Negative: -0.000953 | Net: 0.020974\n", - "pitch_type_SI | Mean Negative: -0.000812 | Net: 0.020855\n", - "pitch_type_CH | Mean Negative: -0.000656 | Net: 0.024199\n", - "plate_z | Mean Negative: -0.000643 | Net: 0.003764\n", - "count_0-0 | Mean Negative: -0.000533 | Net: 0.002186\n", - "release_pos_z | Mean Negative: -0.000496 | Net: 0.137468\n", + "pitch_type_FF | Mean Negative: -0.002089 | Net: 0.033553\n", + "pfx_z | Mean Negative: -0.001605 | Net: 0.072185\n", + "release_speed | Mean Negative: -0.001296 | Net: 0.096252\n", + "pfx_x | Mean Negative: -0.001000 | Net: 0.063794\n", + "pitch_type_CH | Mean Negative: -0.000656 | Net: 0.024657\n", + "pitch_type_SL | Mean Negative: -0.000539 | Net: 0.021631\n", + "release_pos_z | Mean Negative: -0.000515 | Net: 0.138867\n", + "plate_z | Mean Negative: -0.000387 | Net: 0.004940\n", + "release_pos_x | Mean Negative: -0.000357 | Net: 0.149191\n", + "pitch_type_SI | Mean Negative: -0.000299 | Net: 0.023557\n", "\n", "======================================================================\n", "FEATURES WITH STRONGEST NET POSITIVE EFFECT\n", "======================================================================\n", "(Overall most helpful features)\n", "\n", - "release_pos_x | Net Effect: 0.146056 | Pos: 0.146362 | Neg: -0.000306\n", - "release_pos_z | Net Effect: 0.137468 | Pos: 0.137964 | Neg: -0.000496\n", - "spin_axis | Net Effect: 0.116909 | Pos: 0.117246 | Neg: -0.000337\n", - "release_speed | Net Effect: 0.094675 | Pos: 0.096027 | Neg: -0.001352\n", - "pfx_z | Net Effect: 0.072389 | Pos: 0.073614 | Neg: -0.001225\n", - "pfx_x | Net Effect: 0.063265 | Pos: 0.065256 | Neg: -0.001991\n", - "pitch_type_FF | Net Effect: 0.031535 | Pos: 0.034624 | Neg: -0.003089\n", - "pitch_type_CH | Net Effect: 0.024199 | Pos: 0.024855 | Neg: -0.000656\n", - "pitch_type_SL | Net Effect: 0.020974 | Pos: 0.021927 | Neg: -0.000953\n", - "pitch_type_SI | Net Effect: 0.020855 | Pos: 0.021668 | Neg: -0.000812\n", + "release_pos_x | Net Effect: 0.149191 | Pos: 0.149548 | Neg: -0.000357\n", + "release_pos_z | Net Effect: 0.138867 | Pos: 0.139382 | Neg: -0.000515\n", + "spin_axis | Net Effect: 0.116045 | Pos: 0.116230 | Neg: -0.000185\n", + "release_speed | Net Effect: 0.096252 | Pos: 0.097548 | Neg: -0.001296\n", + "pfx_z | Net Effect: 0.072185 | Pos: 0.073790 | Neg: -0.001605\n", + "pfx_x | Net Effect: 0.063794 | Pos: 0.064794 | Neg: -0.001000\n", + "pitch_type_FF | Net Effect: 0.033553 | Pos: 0.035641 | Neg: -0.002089\n", + "pitch_type_CH | Net Effect: 0.024657 | Pos: 0.025313 | Neg: -0.000656\n", + "pitch_type_SI | Net Effect: 0.023557 | Pos: 0.023856 | Neg: -0.000299\n", + "pitch_type_SL | Net Effect: 0.021631 | Pos: 0.022171 | Neg: -0.000539\n", "\n", "======================================================================\n", "FEATURES WITH STRONGEST NET NEGATIVE EFFECT\n", "======================================================================\n", "(Overall most confusing features)\n", "\n", - "count_3-0 | Net Effect: 0.000059 | Pos: 0.000141 | Neg: -0.000082\n", - "count_3-1 | Net Effect: 0.000314 | Pos: 0.000314 | Neg: 0.000000\n", - "count_2-0 | Net Effect: 0.000513 | Pos: 0.000632 | Neg: -0.000120\n", - "pitch_type_SV | Net Effect: 0.000540 | Pos: 0.000540 | Neg: 0.000000\n", - "count_3-2 | Net Effect: 0.000580 | Pos: 0.000642 | Neg: -0.000062\n", - "count_0-2 | Net Effect: 0.000631 | Pos: 0.000631 | Neg: 0.000000\n", - "count_2-2 | Net Effect: 0.000734 | Pos: 0.001048 | Neg: -0.000314\n", - "count_2-1 | Net Effect: 0.000853 | Pos: 0.000853 | Neg: 0.000000\n", - "count_1-2 | Net Effect: 0.000928 | Pos: 0.000996 | Neg: -0.000067\n", - "count_1-1 | Net Effect: 0.000977 | Pos: 0.000993 | Neg: -0.000016\n" + "count_3-0 | Net Effect: -0.000061 | Pos: 0.000088 | Neg: -0.000149\n", + "count_2-1 | Net Effect: 0.000291 | Pos: 0.000291 | Neg: 0.000000\n", + "count_0-2 | Net Effect: 0.000380 | Pos: 0.000527 | Neg: -0.000147\n", + "count_3-1 | Net Effect: 0.000469 | Pos: 0.000469 | Neg: 0.000000\n", + "pitch_type_SV | Net Effect: 0.000483 | Pos: 0.000483 | Neg: 0.000000\n", + "count_3-2 | Net Effect: 0.000741 | Pos: 0.000785 | Neg: -0.000044\n", + "count_2-0 | Net Effect: 0.000846 | Pos: 0.000859 | Neg: -0.000013\n", + "count_2-2 | Net Effect: 0.000901 | Pos: 0.000985 | Neg: -0.000085\n", + "count_1-1 | Net Effect: 0.000944 | Pos: 0.001038 | Neg: -0.000094\n", + "count_1-0 | Net Effect: 0.001076 | Pos: 0.001167 | Neg: -0.000091\n" ] } ], @@ -245860,7 +245369,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 24, "id": "5aaa95c3", "metadata": {}, "outputs": [ @@ -245879,88 +245388,88 @@ "----------------------------------------------------------------------\n", "\n", "1. Sears, JP\n", - " Net SHAP Effect: 1.000000\n", + " Net SHAP Effect: 0.999999\n", " Sample Count: 7\n", " Top 3 identifying features:\n", - " • release_pos_z: 0.371514\n", - " • release_pos_x: 0.191988\n", - " • spin_axis: 0.189992\n", + " • release_pos_z: 0.370754\n", + " • release_pos_x: 0.188148\n", + " • spin_axis: 0.164672\n", "\n", "2. Lodolo, Nick\n", - " Net SHAP Effect: 0.999997\n", + " Net SHAP Effect: 0.999992\n", " Sample Count: 5\n", " Top 3 identifying features:\n", - " • release_pos_x: 0.399957\n", - " • spin_axis: 0.158714\n", - " • release_pos_z: 0.124079\n", + " • release_pos_x: 0.369066\n", + " • spin_axis: 0.146796\n", + " • pitch_type_CU: 0.108280\n", "\n", - "3. Ryan, Joe\n", - " Net SHAP Effect: 0.999964\n", - " Sample Count: 3\n", + "3. Peralta, Freddy\n", + " Net SHAP Effect: 0.999985\n", + " Sample Count: 12\n", " Top 3 identifying features:\n", - " • release_pos_z: 0.344607\n", - " • release_pos_x: 0.165299\n", - " • spin_axis: 0.126833\n", + " • release_pos_x: 0.486761\n", + " • release_pos_z: 0.226175\n", + " • pfx_z: 0.068360\n", "\n", - "4. Peralta, Freddy\n", - " Net SHAP Effect: 0.999962\n", - " Sample Count: 12\n", + "4. Hendricks, Kyle\n", + " Net SHAP Effect: 0.999970\n", + " Sample Count: 3\n", " Top 3 identifying features:\n", - " • release_pos_x: 0.447186\n", - " • release_pos_z: 0.219966\n", - " • spin_axis: 0.085668\n", + " • release_speed: 0.374912\n", + " • release_pos_x: 0.203465\n", + " • spin_axis: 0.127249\n", "\n", - "5. Hendricks, Kyle\n", - " Net SHAP Effect: 0.999845\n", + "5. Ryan, Joe\n", + " Net SHAP Effect: 0.999708\n", " Sample Count: 3\n", " Top 3 identifying features:\n", - " • release_speed: 0.368886\n", - " • release_pos_x: 0.210441\n", - " • spin_axis: 0.132556\n", + " • release_pos_z: 0.353732\n", + " • release_pos_x: 0.175451\n", + " • spin_axis: 0.120925\n", "\n", "----------------------------------------------------------------------\n", "PITCHERS WITH MOST NEGATIVE FEATURES (Hardest to Identify)\n", "----------------------------------------------------------------------\n", "\n", - "1. Lorenzen, Michael\n", - " Net SHAP Effect: 0.216950\n", - " Sample Count: 3\n", - " Top 3 confusing features:\n", - " • pitch_type_FC: -0.009782\n", - " • count_3-2: -0.003938\n", - " • count_1-1: -0.002697\n", - "\n", - "2. Cecconi, Slade\n", - " Net SHAP Effect: 0.278631\n", + "1. Cecconi, Slade\n", + " Net SHAP Effect: 0.239873\n", " Sample Count: 6\n", " Top 3 confusing features:\n", - " • matchup: 0.000000\n", - " • count_3-0: 0.000000\n", - " • count_3-2: 0.000000\n", + " • count_1-0: -0.005301\n", + " • count_1-1: -0.001787\n", + " • matchup: -0.001243\n", "\n", - "3. Martin, Davis\n", - " Net SHAP Effect: 0.382542\n", + "2. Mize, Casey\n", + " Net SHAP Effect: 0.350498\n", " Sample Count: 4\n", " Top 3 confusing features:\n", - " • pitch_type_FF: -0.014886\n", - " • pitch_type_FC: -0.003464\n", - " • count_1-0: 0.000000\n", + " • count_1-1: -0.009069\n", + " • count_1-0: -0.003447\n", + " • count_2-1: 0.000000\n", "\n", - "4. Kochanowicz, Jack\n", - " Net SHAP Effect: 0.391665\n", - " Sample Count: 5\n", + "3. Lorenzen, Michael\n", + " Net SHAP Effect: 0.429112\n", + " Sample Count: 3\n", " Top 3 confusing features:\n", - " • pitch_type_CH: -0.005537\n", - " • pitch_type_other: -0.004502\n", - " • count_2-1: 0.000000\n", + " • pitch_type_FC: -0.001254\n", + " • count_3-2: -0.001164\n", + " • matchup: 0.000000\n", "\n", - "5. Rea, Colin\n", - " Net SHAP Effect: 0.414493\n", - " Sample Count: 1\n", + "4. Martin, Davis\n", + " Net SHAP Effect: 0.486443\n", + " Sample Count: 4\n", " Top 3 confusing features:\n", - " • plate_x: -0.053457\n", - " • pitch_type_FS: 0.000000\n", + " • pitch_type_FC: -0.004104\n", " • count_1-1: 0.000000\n", + " • count_3-1: 0.000000\n", + "\n", + "5. Senzatela, Antonio\n", + " Net SHAP Effect: 0.488211\n", + " Sample Count: 4\n", + " Top 3 confusing features:\n", + " • pitch_type_FF: -0.019840\n", + " • pitch_type_SL: -0.014019\n", + " • pitch_type_SI: -0.004588\n", "\n", "✓ Saved per-pitcher directional SHAP to: outputs/per_pitcher_directional_shap.csv\n" ] @@ -246059,13 +245568,13 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 25, "id": "1099693b", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -246175,7 +245684,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 26, "id": "0f139273", "metadata": {}, "outputs": [ @@ -246196,8 +245705,8 @@ "Key Findings:\n", " • Most helpful feature: release_pos_x\n", " • Most confusing feature: pitch_type_FF\n", - " • Net positive features: 32\n", - " • Net negative features: 0\n", + " • Net positive features: 31\n", + " • Net negative features: 1\n", "\n", "✓ All directional SHAP results saved to outputs/ directory\n" ] @@ -246302,7 +245811,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 27, "id": "06a766f7", "metadata": {}, "outputs": [], @@ -246443,7 +245952,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 28, "id": "5b01af14", "metadata": {}, "outputs": [ @@ -246455,18 +245964,16 @@ "Running inference on device: cpu\n", " Processed 6,400 pitches (100 batches)\n", " Processed 12,800 pitches (200 batches)\n", - " Processed 6,400 pitches (100 batches)\n", " Processed 12,800 pitches (200 batches)\n", " Processed 19,200 pitches (300 batches)\n", " Processed 19,200 pitches (300 batches)\n", " Processed 25,600 pitches (400 batches)\n", - " Processed 25,600 pitches (400 batches)\n", " Processed 32,000 pitches (500 batches)\n", - " Processed 38,400 pitches (600 batches)\n", + " Processed 25,600 pitches (400 batches)\n", " Processed 32,000 pitches (500 batches)\n", " Processed 38,400 pitches (600 batches)\n", " Processed 44,800 pitches (700 batches)\n", - " Processed 51,200 pitches (800 batches)\n", + " Processed 38,400 pitches (600 batches)\n", " Processed 44,800 pitches (700 batches)\n", " Processed 51,200 pitches (800 batches)\n", " Processed 57,600 pitches (900 batches)\n", @@ -246479,8 +245986,8 @@ " Shape: (110, 110)\n", " Diagonal sum: 0.000000 (should be ~0)\n", " Row sums min/max: 1.000000 / 1.000000\n", - " Non-zero entries: 11,988 / 12,100\n", - " Mean uniqueness (self-accuracy): 0.8520\n", + " Non-zero entries: 11,985 / 12,100\n", + " Mean uniqueness (self-accuracy): 0.8536\n", "\n", "Computing symmetric similarity matrix Sim = 0.5 * (S + S.T)...\n", "\n", @@ -246496,6 +246003,7 @@ " - similarity_matrix_directional.npy: (110, 110)\n", " - similarity_matrix_symmetric.npy: (110, 110)\n", " - pitcher_uniqueness.npy: (110,)\n", + " Processed 51,200 pitches (800 batches)\n", " Processed 57,600 pitches (900 batches)\n", "✓ Processed 57,671 total pitches\n", "Computing mean probabilities per pitch...\n", @@ -246506,8 +246014,8 @@ " Shape: (110, 110)\n", " Diagonal sum: 0.000000 (should be ~0)\n", " Row sums min/max: 1.000000 / 1.000000\n", - " Non-zero entries: 11,988 / 12,100\n", - " Mean uniqueness (self-accuracy): 0.8520\n", + " Non-zero entries: 11,985 / 12,100\n", + " Mean uniqueness (self-accuracy): 0.8536\n", "\n", "Computing symmetric similarity matrix Sim = 0.5 * (S + S.T)...\n", "\n", @@ -246557,7 +246065,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 29, "id": "ef7aa942", "metadata": {}, "outputs": [ @@ -246570,26 +246078,26 @@ "================================================================================\n", "Format: True Pitcher → Confused With (confusion probability)\n", "\n", - " 1. Verlander, Justin → Mikolas, Miles (0.8412)\n", - " 2. Sale, Chris → Heaney, Andrew (0.7332)\n", - " 3. Peralta, Freddy → Gallen, Zac (0.6886)\n", - " 4. Liberatore, Matthew → Cameron, Noah (0.6525)\n", - " 5. Heaney, Andrew → Sale, Chris (0.6057)\n", - " 6. deGrom, Jacob → Leiter, Jack (0.5353)\n", - " 7. Holmes, Clay → Elder, Bryce (0.5333)\n", - " 8. Falter, Bailey → Rodriguez, Eduardo (0.5153)\n", - " 9. Cameron, Noah → Parker, Mitchell (0.4911)\n", - "10. May, Dustin → Webb, Logan (0.4286)\n", - "11. Ray, Robbie → Abbott, Andrew (0.4163)\n", - "12. Flaherty, Jack → Warren, Will (0.4132)\n", - "13. Hendricks, Kyle → Irvin, Jake (0.4045)\n", - "14. Gore, MacKenzie → Kikuchi, Yusei (0.3963)\n", - "15. Crochet, Garrett → Luzardo, Jesús (0.3958)\n", - "16. Castillo, Luis → May, Dustin (0.3933)\n", - "17. Valdez, Framber → Rodriguez, Eduardo (0.3887)\n", - "18. Imanaga, Shota → Allen, Logan (0.3874)\n", - "19. Allen, Logan → Bubic, Kris (0.3849)\n", - "20. Quintana, Jose → Bubic, Kris (0.3713)\n" + " 1. Peralta, Freddy → Gallen, Zac (0.9690)\n", + " 2. Verlander, Justin → Mikolas, Miles (0.9179)\n", + " 3. Liberatore, Matthew → Cameron, Noah (0.7576)\n", + " 4. Anderson, Tyler → Cameron, Noah (0.6659)\n", + " 5. Holmes, Clay → Elder, Bryce (0.6126)\n", + " 6. Parker, Mitchell → Cameron, Noah (0.6056)\n", + " 7. Heaney, Andrew → Sale, Chris (0.5659)\n", + " 8. Cameron, Noah → Parker, Mitchell (0.5430)\n", + " 9. deGrom, Jacob → Leiter, Jack (0.5395)\n", + "10. Falter, Bailey → Rodriguez, Eduardo (0.5359)\n", + "11. Ray, Robbie → Abbott, Andrew (0.5342)\n", + "12. Lord, Brad → Morton, Charlie (0.5038)\n", + "13. May, Dustin → Webb, Logan (0.4927)\n", + "14. Allen, Logan → Bubic, Kris (0.4886)\n", + "15. Quintana, Jose → Bubic, Kris (0.4602)\n", + "16. Luzardo, Jesús → Crochet, Garrett (0.4571)\n", + "17. Castillo, Luis → May, Dustin (0.4561)\n", + "18. Sale, Chris → Heaney, Andrew (0.4528)\n", + "19. Pivetta, Nick → Wacha, Michael (0.4495)\n", + "20. Lodolo, Nick → Lord, Brad (0.4306)\n" ] } ], @@ -246616,7 +246124,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 30, "id": "f22be4b8", "metadata": {}, "outputs": [ @@ -246630,26 +246138,26 @@ "================================================================================\n", "Format: Pitcher A ↔ Pitcher B (similarity score)\n", "\n", - " 1. Heaney, Andrew ↔ Sale, Chris (0.6694)\n", - " 2. Mikolas, Miles ↔ Verlander, Justin (0.4520)\n", - " 3. Cameron, Noah ↔ Parker, Mitchell (0.4249)\n", - " 4. Leiter, Jack ↔ deGrom, Jacob (0.3865)\n", - " 5. May, Dustin ↔ Webb, Logan (0.3782)\n", - " 6. Cameron, Noah ↔ Liberatore, Matthew (0.3780)\n", - " 7. Elder, Bryce ↔ Holmes, Clay (0.3736)\n", - " 8. Falter, Bailey ↔ Rodriguez, Eduardo (0.3714)\n", - " 9. Crochet, Garrett ↔ Luzardo, Jesús (0.3605)\n", - "10. Gallen, Zac ↔ Peralta, Freddy (0.3543)\n", - "11. Abbott, Andrew ↔ Ray, Robbie (0.3473)\n", - "12. Castillo, Luis ↔ May, Dustin (0.3339)\n", - "13. Gore, MacKenzie ↔ Kikuchi, Yusei (0.3207)\n", - "14. Rodriguez, Eduardo ↔ Valdez, Framber (0.3174)\n", - "15. Buehler, Walker ↔ Patrick, Chad (0.2957)\n", - "16. Gilbert, Logan ↔ Pepiot, Ryan (0.2925)\n", - "17. Allen, Logan ↔ Imanaga, Shota (0.2908)\n", - "18. Alcantara, Sandy ↔ Cabrera, Edward (0.2861)\n", - "19. Cease, Dylan ↔ Nelson, Ryne (0.2808)\n", - "20. Bubic, Kris ↔ Quintana, Jose (0.2780)\n" + " 1. Cameron, Noah ↔ Parker, Mitchell (0.5743)\n", + " 2. Mikolas, Miles ↔ Verlander, Justin (0.5193)\n", + " 3. Heaney, Andrew ↔ Sale, Chris (0.5093)\n", + " 4. Gallen, Zac ↔ Peralta, Freddy (0.5065)\n", + " 5. Cameron, Noah ↔ Liberatore, Matthew (0.4543)\n", + " 6. Elder, Bryce ↔ Holmes, Clay (0.4405)\n", + " 7. Abbott, Andrew ↔ Ray, Robbie (0.4198)\n", + " 8. May, Dustin ↔ Webb, Logan (0.4099)\n", + " 9. Crochet, Garrett ↔ Luzardo, Jesús (0.4044)\n", + "10. Leiter, Jack ↔ deGrom, Jacob (0.3751)\n", + "11. Anderson, Tyler ↔ Cameron, Noah (0.3727)\n", + "12. Gilbert, Logan ↔ Pepiot, Ryan (0.3573)\n", + "13. Falter, Bailey ↔ Rodriguez, Eduardo (0.3529)\n", + "14. Castillo, Luis ↔ May, Dustin (0.3509)\n", + "15. Lord, Brad ↔ Morton, Charlie (0.3196)\n", + "16. Allen, Logan ↔ Bubic, Kris (0.3117)\n", + "17. Bubic, Kris ↔ Quintana, Jose (0.2982)\n", + "18. Pivetta, Nick ↔ Wacha, Michael (0.2867)\n", + "19. Gore, MacKenzie ↔ Kikuchi, Yusei (0.2833)\n", + "20. Abbott, Andrew ↔ Springs, Jeffrey (0.2750)\n" ] } ], @@ -246685,7 +246193,7 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": 31, "id": "11504397", "metadata": {}, "outputs": [ @@ -246694,34 +246202,34 @@ "output_type": "stream", "text": [ "Pitcher Uniqueness Statistics:\n", - " Mean: 0.8520\n", - " Std: 0.1127\n", - " Min: 0.4860\n", + " Mean: 0.8536\n", + " Std: 0.1120\n", + " Min: 0.4023\n", " Max: 1.0000\n", "\n", "Most Unique Pitchers (rarely confused):\n", - " 1. Sears, JP 1.0000\n", - " 2. Lodolo, Nick 1.0000\n", - " 3. Peralta, Freddy 0.9968\n", - " 4. Hendricks, Kyle 0.9942\n", - " 5. Sale, Chris 0.9901\n", - " 6. Littell, Zack 0.9872\n", - " 7. Ryan, Joe 0.9860\n", - " 8. Falter, Bailey 0.9831\n", - " 9. Verlander, Justin 0.9814\n", - "10. Rodriguez, Eduardo 0.9794\n", + " 1. Lodolo, Nick 1.0000\n", + " 2. Sears, JP 1.0000\n", + " 3. Hendricks, Kyle 0.9981\n", + " 4. Peralta, Freddy 0.9951\n", + " 5. Verlander, Justin 0.9926\n", + " 6. Sale, Chris 0.9828\n", + " 7. Gallen, Zac 0.9751\n", + " 8. Littell, Zack 0.9744\n", + " 9. Falter, Bailey 0.9735\n", + "10. Williams, Gavin 0.9715\n", "\n", "Least Unique Pitchers (often confused):\n", - " 1. Vásquez, Randy 0.4860\n", - " 2. Lorenzen, Michael 0.5499\n", - " 3. Martin, Davis 0.5772\n", - " 4. Cecconi, Slade 0.5811\n", - " 5. Kochanowicz, Jack 0.5840\n", - " 6. Smith, Shane 0.5895\n", - " 7. Pfaadt, Brandon 0.6023\n", - " 8. Senzatela, Antonio 0.6375\n", - " 9. Mize, Casey 0.6813\n", - "10. Severino, Luis 0.6832\n" + " 1. Vásquez, Randy 0.4023\n", + " 2. Lorenzen, Michael 0.5275\n", + " 3. Smith, Shane 0.5642\n", + " 4. Severino, Luis 0.6081\n", + " 5. Cecconi, Slade 0.6223\n", + " 6. Senzatela, Antonio 0.6273\n", + " 7. Pfaadt, Brandon 0.6661\n", + " 8. Nelson, Ryne 0.6738\n", + " 9. Keller, Mitch 0.6882\n", + "10. Lugo, Seth 0.6996\n" ] } ], @@ -246747,7 +246255,7 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 32, "id": "b54be6e4", "metadata": {}, "outputs": [ @@ -246767,9 +246275,9 @@ "\n", "Off-diagonal confusion mass statistics:\n", " Min: 0.02 (least confusable)\n", - " Max: 278.77 (most confusable)\n", + " Max: 272.46 (most confusable)\n", " Mean: 102.23\n", - " Total: 11,245.34\n", + " Total: 11,245.47\n", "\n", "================================================================================\n", "STEP 3: Computing weighted symmetric similarity\n", @@ -246791,9 +246299,9 @@ "\n", "Off-diagonal confusion mass statistics:\n", " Min: 0.02 (least confusable)\n", - " Max: 278.77 (most confusable)\n", + " Max: 272.46 (most confusable)\n", " Mean: 102.23\n", - " Total: 11,245.34\n", + " Total: 11,245.47\n", "\n", "================================================================================\n", "STEP 3: Computing weighted symmetric similarity\n", @@ -246817,12 +246325,12 @@ " Shape: (110, 110)\n", " Diagonal sum: 0.000000 (should be 0)\n", "✓ C: (110, 110), diagonal=0.00, symmetric=True\n", - "✓ Sim: range=[0.0000, 0.6368], mean_uniqueness=0.8520\n", + "✓ Sim: range=[0.0000, 0.5907], mean_uniqueness=0.8536\n", "\n", "================================================================================\n", "SAVING OUTPUTS\n", "================================================================================\n", - " Mean: 0.8520\n", + " Mean: 0.8536\n", "\n", "✓ Saved 5 output files:\n", " • confusion_mass_matrix.npy (C: directional confusion)\n", @@ -246839,12 +246347,12 @@ " Shape: (110, 110)\n", " Diagonal sum: 0.000000 (should be 0)\n", "✓ C: (110, 110), diagonal=0.00, symmetric=True\n", - "✓ Sim: range=[0.0000, 0.6368], mean_uniqueness=0.8520\n", + "✓ Sim: range=[0.0000, 0.5907], mean_uniqueness=0.8536\n", "\n", "================================================================================\n", "SAVING OUTPUTS\n", "================================================================================\n", - " Mean: 0.8520\n", + " Mean: 0.8536\n", "\n", "✓ Saved 5 output files:\n", " • confusion_mass_matrix.npy (C: directional confusion)\n", @@ -247043,7 +246551,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 33, "id": "5e2177b3", "metadata": {}, "outputs": [ @@ -247054,190 +246562,190 @@ "\n", "TOP 20 DIRECTIONAL CONFUSIONS\n", "================================================================================\n", - " 1. May, Dustin → Webb, Logan \n", - " mass= 62.12, m[A]= 144.92 | uniq: 0.767 → 0.921\n", + " 1. Parker, Mitchell → Cameron, Noah \n", + " mass= 82.13, m[A]= 135.61 | uniq: 0.806 → 0.938\n", "\n", - " 2. Martin, Davis → Smith, Shane \n", - " mass= 55.90, m[A]= 247.81 | uniq: 0.577 → 0.589\n", + " 2. May, Dustin → Webb, Logan \n", + " mass= 80.00, m[A]= 162.36 | uniq: 0.723 → 0.944\n", "\n", - " 3. deGrom, Jacob → Leiter, Jack \n", - " mass= 53.55, m[A]= 100.04 | uniq: 0.894 → 0.724\n", + " 3. Castillo, Luis → May, Dustin \n", + " mass= 56.73, m[A]= 124.38 | uniq: 0.852 → 0.723\n", "\n", - " 4. Nelson, Ryne → Cease, Dylan \n", - " mass= 50.03, m[A]= 183.39 | uniq: 0.722 → 0.796\n", + " 4. deGrom, Jacob → Leiter, Jack \n", + " mass= 55.88, m[A]= 103.59 | uniq: 0.894 → 0.729\n", "\n", - " 5. Castillo, Luis → May, Dustin \n", - " mass= 49.48, m[A]= 125.81 | uniq: 0.857 → 0.767\n", + " 5. Smith, Shane → Martin, Davis \n", + " mass= 53.20, m[A]= 249.66 | uniq: 0.564 → 0.759\n", "\n", - " 6. Sugano, Tomoyuki → Kremer, Dean \n", - " mass= 49.34, m[A]= 174.03 | uniq: 0.735 → 0.796\n", + " 6. Nelson, Ryne → Cease, Dylan \n", + " mass= 51.41, m[A]= 207.96 | uniq: 0.674 → 0.815\n", "\n", - " 7. Irvin, Jake → Warren, Will \n", - " mass= 48.33, m[A]= 231.95 | uniq: 0.707 → 0.811\n", + " 7. Severino, Luis → Brown, Hunter \n", + " mass= 49.10, m[A]= 263.46 | uniq: 0.608 → 0.769\n", "\n", - " 8. Cease, Dylan → Nelson, Ryne \n", - " mass= 47.69, m[A]= 165.09 | uniq: 0.796 → 0.722\n", + " 8. Giolito, Lucas → Wacha, Michael \n", + " mass= 49.03, m[A]= 177.86 | uniq: 0.730 → 0.811\n", "\n", - " 9. Leiter, Jack → deGrom, Jacob \n", - " mass= 46.37, m[A]= 195.00 | uniq: 0.724 → 0.894\n", + " 9. Lord, Brad → Morton, Charlie \n", + " mass= 47.14, m[A]= 93.57 | uniq: 0.845 → 0.861\n", "\n", - "10. Severino, Luis → Brown, Hunter \n", - " mass= 44.99, m[A]= 225.92 | uniq: 0.683 → 0.777\n", + "10. Cease, Dylan → Nelson, Ryne \n", + " mass= 46.36, m[A]= 169.38 | uniq: 0.815 → 0.674\n", "\n", - "11. Wacha, Michael → Giolito, Lucas \n", - " mass= 44.83, m[A]= 179.65 | uniq: 0.774 → 0.726\n", + "11. Vásquez, Randy → Martinez, Nick \n", + " mass= 45.39, m[A]= 272.46 | uniq: 0.402 → 0.846\n", "\n", - "12. Martinez, Nick → Vásquez, Randy \n", - " mass= 42.66, m[A]= 168.37 | uniq: 0.782 → 0.486\n", + "12. Gilbert, Logan → Pepiot, Ryan \n", + " mass= 44.65, m[A]= 104.52 | uniq: 0.810 → 0.928\n", "\n", - "13. Cecconi, Slade → Lorenzen, Michael \n", - " mass= 41.58, m[A]= 222.19 | uniq: 0.581 → 0.550\n", + "13. Quintana, Jose → Bubic, Kris \n", + " mass= 43.38, m[A]= 94.26 | uniq: 0.844 → 0.896\n", "\n", - "14. May, Dustin → Castillo, Luis \n", - " mass= 39.79, m[A]= 144.92 | uniq: 0.767 → 0.857\n", + "14. Irvin, Jake → Warren, Will \n", + " mass= 40.98, m[A]= 225.52 | uniq: 0.728 → 0.828\n", "\n", - "15. Cameron, Noah → Parker, Mitchell \n", - " mass= 38.12, m[A]= 77.63 | uniq: 0.850 → 0.878\n", + "15. Martin, Davis → Smith, Shane \n", + " mass= 40.42, m[A]= 181.59 | uniq: 0.759 → 0.564\n", "\n", - "16. Vásquez, Randy → Martinez, Nick \n", - " mass= 37.01, m[A]= 247.10 | uniq: 0.486 → 0.782\n", + "16. May, Dustin → Castillo, Luis \n", + " mass= 39.89, m[A]= 162.36 | uniq: 0.723 → 0.852\n", "\n", "17. Brown, Hunter → Severino, Luis \n", - " mass= 36.90, m[A]= 175.94 | uniq: 0.777 → 0.683\n", + " mass= 39.89, m[A]= 185.13 | uniq: 0.769 → 0.608\n", "\n", - "18. Gilbert, Logan → Pepiot, Ryan \n", - " mass= 36.89, m[A]= 110.25 | uniq: 0.780 → 0.903\n", + "18. Anderson, Tyler → Cameron, Noah \n", + " mass= 39.42, m[A]= 59.21 | uniq: 0.910 → 0.938\n", "\n", - "19. Cecconi, Slade → Keller, Mitch \n", - " mass= 35.90, m[A]= 222.19 | uniq: 0.581 → 0.744\n", + "19. Leiter, Jack → deGrom, Jacob \n", + " mass= 38.75, m[A]= 183.94 | uniq: 0.729 → 0.894\n", "\n", - "20. Bradley, Taj → Nelson, Ryne \n", - " mass= 35.38, m[A]= 137.29 | uniq: 0.802 → 0.722\n", + "20. Wacha, Michael → Giolito, Lucas \n", + " mass= 37.68, m[A]= 145.57 | uniq: 0.811 → 0.730\n", "\n", "================================================================================\n", - " 1. May, Dustin → Webb, Logan | mass= 62.12, uniq=0.767\n", - " 2. Martin, Davis → Smith, Shane | mass= 55.90, uniq=0.577\n", - " 3. deGrom, Jacob → Leiter, Jack | mass= 53.55, uniq=0.894\n", - " 4. Nelson, Ryne → Cease, Dylan | mass= 50.03, uniq=0.722\n", - " 5. Castillo, Luis → May, Dustin | mass= 49.48, uniq=0.857\n", - " 6. Sugano, Tomoyuki → Kremer, Dean | mass= 49.34, uniq=0.735\n", - " 7. Irvin, Jake → Warren, Will | mass= 48.33, uniq=0.707\n", - " 8. Cease, Dylan → Nelson, Ryne | mass= 47.69, uniq=0.796\n", - " 9. Leiter, Jack → deGrom, Jacob | mass= 46.37, uniq=0.724\n", - "10. Severino, Luis → Brown, Hunter | mass= 44.99, uniq=0.683\n", - "11. Wacha, Michael → Giolito, Lucas | mass= 44.83, uniq=0.774\n", - "12. Martinez, Nick → Vásquez, Randy | mass= 42.66, uniq=0.782\n", - "13. Cecconi, Slade → Lorenzen, Michael | mass= 41.58, uniq=0.581\n", - "14. May, Dustin → Castillo, Luis | mass= 39.79, uniq=0.767\n", - "15. Cameron, Noah → Parker, Mitchell | mass= 38.12, uniq=0.850\n", - "16. Vásquez, Randy → Martinez, Nick | mass= 37.01, uniq=0.486\n", - "17. Brown, Hunter → Severino, Luis | mass= 36.90, uniq=0.777\n", - "18. Gilbert, Logan → Pepiot, Ryan | mass= 36.89, uniq=0.780\n", - "19. Cecconi, Slade → Keller, Mitch | mass= 35.90, uniq=0.581\n", - "20. Bradley, Taj → Nelson, Ryne | mass= 35.38, uniq=0.802\n", + " 1. Parker, Mitchell → Cameron, Noah | mass= 82.13, uniq=0.806\n", + " 2. May, Dustin → Webb, Logan | mass= 80.00, uniq=0.723\n", + " 3. Castillo, Luis → May, Dustin | mass= 56.73, uniq=0.852\n", + " 4. deGrom, Jacob → Leiter, Jack | mass= 55.88, uniq=0.894\n", + " 5. Smith, Shane → Martin, Davis | mass= 53.20, uniq=0.564\n", + " 6. Nelson, Ryne → Cease, Dylan | mass= 51.41, uniq=0.674\n", + " 7. Severino, Luis → Brown, Hunter | mass= 49.10, uniq=0.608\n", + " 8. Giolito, Lucas → Wacha, Michael | mass= 49.03, uniq=0.730\n", + " 9. Lord, Brad → Morton, Charlie | mass= 47.14, uniq=0.845\n", + "10. Cease, Dylan → Nelson, Ryne | mass= 46.36, uniq=0.815\n", + "11. Vásquez, Randy → Martinez, Nick | mass= 45.39, uniq=0.402\n", + "12. Gilbert, Logan → Pepiot, Ryan | mass= 44.65, uniq=0.810\n", + "13. Quintana, Jose → Bubic, Kris | mass= 43.38, uniq=0.844\n", + "14. Irvin, Jake → Warren, Will | mass= 40.98, uniq=0.728\n", + "15. Martin, Davis → Smith, Shane | mass= 40.42, uniq=0.759\n", + "16. May, Dustin → Castillo, Luis | mass= 39.89, uniq=0.723\n", + "17. Brown, Hunter → Severino, Luis | mass= 39.89, uniq=0.769\n", + "18. Anderson, Tyler → Cameron, Noah | mass= 39.42, uniq=0.910\n", + "19. Leiter, Jack → deGrom, Jacob | mass= 38.75, uniq=0.729\n", + "20. Wacha, Michael → Giolito, Lucas | mass= 37.68, uniq=0.811\n", "\n", "TOP 20 WEIGHTED SYMMETRIC SIMILARITIES\n", "================================================================================\n", - " 1. Heaney, Andrew ↔ Sale, Chris \n", - " Sim=0.636827 | C[A→B]= 15.61, C[B→A]= 6.11\n", - " m[A]= 25.77, m[B]= 8.33 | uniq: 0.947, 0.990\n", + " 1. Cameron, Noah ↔ Parker, Mitchell \n", + " Sim=0.590654 | C[A→B]= 23.17, C[B→A]= 82.13\n", + " m[A]= 42.68, m[B]= 135.61 | uniq: 0.938, 0.806\n", "\n", - " 2. Cameron, Noah ↔ Parker, Mitchell \n", - " Sim=0.417655 | C[A→B]= 38.12, C[B→A]= 34.66\n", - " m[A]= 77.63, m[B]= 96.63 | uniq: 0.850, 0.878\n", + " 2. Heaney, Andrew ↔ Sale, Chris \n", + " Sim=0.540510 | C[A→B]= 17.72, C[B→A]= 4.10\n", + " m[A]= 31.32, m[B]= 9.06 | uniq: 0.947, 0.983\n", "\n", " 3. May, Dustin ↔ Webb, Logan \n", - " Sim=0.392538 | C[A→B]= 62.12, C[B→A]= 26.48\n", - " m[A]= 144.92, m[B]= 80.78 | uniq: 0.767, 0.921\n", + " Sim=0.445511 | C[A→B]= 80.00, C[B→A]= 21.15\n", + " m[A]= 162.36, m[B]= 64.68 | uniq: 0.723, 0.944\n", "\n", - " 4. Crochet, Garrett ↔ Luzardo, Jesús \n", - " Sim=0.360073 | C[A→B]= 28.06, C[B→A]= 23.64\n", - " m[A]= 70.89, m[B]= 72.67 | uniq: 0.916, 0.911\n", + " 4. Anderson, Tyler ↔ Cameron, Noah \n", + " Sim=0.420255 | C[A→B]= 39.42, C[B→A]= 3.39\n", + " m[A]= 59.21, m[B]= 42.68 | uniq: 0.910, 0.938\n", "\n", " 5. Elder, Bryce ↔ Holmes, Clay \n", - " Sim=0.351760 | C[A→B]= 9.93, C[B→A]= 18.81\n", - " m[A]= 46.42, m[B]= 35.26 | uniq: 0.937, 0.949\n", + " Sim=0.411215 | C[A→B]= 12.88, C[B→A]= 20.84\n", + " m[A]= 47.97, m[B]= 34.01 | uniq: 0.935, 0.954\n", "\n", - " 6. Leiter, Jack ↔ deGrom, Jacob \n", - " Sim=0.338654 | C[A→B]= 46.37, C[B→A]= 53.55\n", - " m[A]= 195.00, m[B]= 100.04 | uniq: 0.724, 0.894\n", + " 6. Crochet, Garrett ↔ Luzardo, Jesús \n", + " Sim=0.409706 | C[A→B]= 20.20, C[B→A]= 32.11\n", + " m[A]= 57.42, m[B]= 70.25 | uniq: 0.938, 0.927\n", "\n", - " 7. Gore, MacKenzie ↔ Kikuchi, Yusei \n", - " Sim=0.331534 | C[A→B]= 32.68, C[B→A]= 15.15\n", - " m[A]= 82.45, m[B]= 61.82 | uniq: 0.905, 0.929\n", + " 7. Cameron, Noah ↔ Liberatore, Matthew \n", + " Sim=0.392164 | C[A→B]= 6.44, C[B→A]= 21.34\n", + " m[A]= 42.68, m[B]= 28.16 | uniq: 0.938, 0.960\n", "\n", - " 8. Castillo, Luis ↔ May, Dustin \n", - " Sim=0.329730 | C[A→B]= 49.48, C[B→A]= 39.79\n", - " m[A]= 125.81, m[B]= 144.92 | uniq: 0.857, 0.767\n", + " 8. Abbott, Andrew ↔ Ray, Robbie \n", + " Sim=0.391011 | C[A→B]= 27.59, C[B→A]= 28.83\n", + " m[A]= 90.34, m[B]= 53.97 | uniq: 0.897, 0.944\n", "\n", - " 9. Falter, Bailey ↔ Rodriguez, Eduardo \n", - " Sim=0.328385 | C[A→B]= 6.43, C[B→A]= 5.26\n", - " m[A]= 12.48, m[B]= 23.13 | uniq: 0.983, 0.979\n", + " 9. Gilbert, Logan ↔ Pepiot, Ryan \n", + " Sim=0.378458 | C[A→B]= 44.65, C[B→A]= 16.08\n", + " m[A]= 104.52, m[B]= 55.96 | uniq: 0.810, 0.928\n", "\n", - "10. Abbott, Andrew ↔ Ray, Robbie \n", - " Sim=0.325221 | C[A→B]= 29.42, C[B→A]= 22.73\n", - " m[A]= 105.76, m[B]= 54.60 | uniq: 0.884, 0.938\n", + "10. Castillo, Luis ↔ May, Dustin \n", + " Sim=0.336970 | C[A→B]= 56.73, C[B→A]= 39.89\n", + " m[A]= 124.38, m[B]= 162.36 | uniq: 0.852, 0.723\n", "\n", - "11. Rodriguez, Eduardo ↔ Valdez, Framber \n", - " Sim=0.312892 | C[A→B]= 5.69, C[B→A]= 7.93\n", - " m[A]= 23.13, m[B]= 20.40 | uniq: 0.979, 0.971\n", + "11. Bubic, Kris ↔ Quintana, Jose \n", + " Sim=0.330612 | C[A→B]= 8.55, C[B→A]= 43.38\n", + " m[A]= 62.81, m[B]= 94.26 | uniq: 0.896, 0.844\n", "\n", - "12. Gilbert, Logan ↔ Pepiot, Ryan \n", - " Sim=0.301318 | C[A→B]= 36.89, C[B→A]= 18.01\n", - " m[A]= 110.25, m[B]= 71.98 | uniq: 0.780, 0.903\n", + "12. Leiter, Jack ↔ deGrom, Jacob \n", + " Sim=0.329140 | C[A→B]= 38.75, C[B→A]= 55.88\n", + " m[A]= 183.94, m[B]= 103.59 | uniq: 0.729, 0.894\n", "\n", - "13. Allen, Logan ↔ Imanaga, Shota \n", - " Sim=0.292213 | C[A→B]= 5.56, C[B→A]= 11.43\n", - " m[A]= 28.64, m[B]= 29.50 | uniq: 0.966, 0.933\n", + "13. Lord, Brad ↔ Morton, Charlie \n", + " Sim=0.314806 | C[A→B]= 47.14, C[B→A]= 13.35\n", + " m[A]= 93.57, m[B]= 98.58 | uniq: 0.845, 0.861\n", "\n", - "14. Buehler, Walker ↔ Patrick, Chad \n", - " Sim=0.285124 | C[A→B]= 28.48, C[B→A]= 24.53\n", - " m[A]= 114.21, m[B]= 71.70 | uniq: 0.800, 0.881\n", + "14. Falter, Bailey ↔ Rodriguez, Eduardo \n", + " Sim=0.288831 | C[A→B]= 8.87, C[B→A]= 5.84\n", + " m[A]= 16.55, m[B]= 34.39 | uniq: 0.973, 0.964\n", "\n", - "15. Alcantara, Sandy ↔ Cabrera, Edward \n", - " Sim=0.283853 | C[A→B]= 24.74, C[B→A]= 31.38\n", - " m[A]= 82.47, m[B]= 115.21 | uniq: 0.915, 0.796\n", + "15. Gore, MacKenzie ↔ Kikuchi, Yusei \n", + " Sim=0.285687 | C[A→B]= 25.49, C[B→A]= 16.46\n", + " m[A]= 77.24, m[B]= 69.58 | uniq: 0.901, 0.917\n", "\n", - "16. Bubic, Kris ↔ Quintana, Jose \n", - " Sim=0.283270 | C[A→B]= 14.19, C[B→A]= 31.93\n", - " m[A]= 76.83, m[B]= 86.01 | uniq: 0.871, 0.857\n", + "16. Abbott, Andrew ↔ Springs, Jeffrey \n", + " Sim=0.268209 | C[A→B]= 21.07, C[B→A]= 20.59\n", + " m[A]= 90.34, m[B]= 64.98 | uniq: 0.897, 0.942\n", "\n", - "17. Cease, Dylan ↔ Nelson, Ryne \n", - " Sim=0.280426 | C[A→B]= 47.69, C[B→A]= 50.03\n", - " m[A]= 165.09, m[B]= 183.39 | uniq: 0.796, 0.722\n", + "17. Giolito, Lucas ↔ Wacha, Michael \n", + " Sim=0.268103 | C[A→B]= 49.03, C[B→A]= 37.68\n", + " m[A]= 177.86, m[B]= 145.57 | uniq: 0.730, 0.811\n", "\n", - "18. Abbott, Andrew ↔ Freeland, Kyle \n", - " Sim=0.271930 | C[A→B]= 29.58, C[B→A]= 25.42\n", - " m[A]= 105.76, m[B]= 96.52 | uniq: 0.884, 0.874\n", + "18. Burke, Sean ↔ Gallen, Zac \n", + " Sim=0.259864 | C[A→B]= 33.85, C[B→A]= 7.65\n", + " m[A]= 131.56, m[B]= 28.16 | uniq: 0.809, 0.975\n", "\n", - "19. Ober, Bailey ↔ Taillon, Jameson \n", - " Sim=0.253058 | C[A→B]= 6.21, C[B→A]= 19.83\n", - " m[A]= 29.59, m[B]= 73.33 | uniq: 0.966, 0.891\n", + "19. Cease, Dylan ↔ Nelson, Ryne \n", + " Sim=0.259093 | C[A→B]= 46.36, C[B→A]= 51.41\n", + " m[A]= 169.38, m[B]= 207.96 | uniq: 0.815, 0.674\n", "\n", - "20. Lord, Brad ↔ Morton, Charlie \n", - " Sim=0.245104 | C[A→B]= 23.70, C[B→A]= 28.14\n", - " m[A]= 77.45, m[B]= 134.07 | uniq: 0.880, 0.800\n", + "20. Corbin, Patrick ↔ Springs, Jeffrey \n", + " Sim=0.251490 | C[A→B]= 14.05, C[B→A]= 13.17\n", + " m[A]= 43.25, m[B]= 64.98 | uniq: 0.934, 0.942\n", "\n", - " 1. Heaney, Andrew ↔ Sale, Chris | Sim=0.6368, uniq=0.947/0.990\n", - " 2. Cameron, Noah ↔ Parker, Mitchell | Sim=0.4177, uniq=0.850/0.878\n", - " 3. May, Dustin ↔ Webb, Logan | Sim=0.3925, uniq=0.767/0.921\n", - " 4. Crochet, Garrett ↔ Luzardo, Jesús | Sim=0.3601, uniq=0.916/0.911\n", - " 5. Elder, Bryce ↔ Holmes, Clay | Sim=0.3518, uniq=0.937/0.949\n", - " 6. Leiter, Jack ↔ deGrom, Jacob | Sim=0.3387, uniq=0.724/0.894\n", - " 7. Gore, MacKenzie ↔ Kikuchi, Yusei | Sim=0.3315, uniq=0.905/0.929\n", - " 8. Castillo, Luis ↔ May, Dustin | Sim=0.3297, uniq=0.857/0.767\n", - " 9. Falter, Bailey ↔ Rodriguez, Eduardo | Sim=0.3284, uniq=0.983/0.979\n", - "10. Abbott, Andrew ↔ Ray, Robbie | Sim=0.3252, uniq=0.884/0.938\n", - "11. Rodriguez, Eduardo ↔ Valdez, Framber | Sim=0.3129, uniq=0.979/0.971\n", - "12. Gilbert, Logan ↔ Pepiot, Ryan | Sim=0.3013, uniq=0.780/0.903\n", - "13. Allen, Logan ↔ Imanaga, Shota | Sim=0.2922, uniq=0.966/0.933\n", - "14. Buehler, Walker ↔ Patrick, Chad | Sim=0.2851, uniq=0.800/0.881\n", - "15. Alcantara, Sandy ↔ Cabrera, Edward | Sim=0.2839, uniq=0.915/0.796\n", - "16. Bubic, Kris ↔ Quintana, Jose | Sim=0.2833, uniq=0.871/0.857\n", - "17. Cease, Dylan ↔ Nelson, Ryne | Sim=0.2804, uniq=0.796/0.722\n", - "18. Abbott, Andrew ↔ Freeland, Kyle | Sim=0.2719, uniq=0.884/0.874\n", - "19. Ober, Bailey ↔ Taillon, Jameson | Sim=0.2531, uniq=0.966/0.891\n", - "20. Lord, Brad ↔ Morton, Charlie | Sim=0.2451, uniq=0.880/0.800\n" + " 1. Cameron, Noah ↔ Parker, Mitchell | Sim=0.5907, uniq=0.938/0.806\n", + " 2. Heaney, Andrew ↔ Sale, Chris | Sim=0.5405, uniq=0.947/0.983\n", + " 3. May, Dustin ↔ Webb, Logan | Sim=0.4455, uniq=0.723/0.944\n", + " 4. Anderson, Tyler ↔ Cameron, Noah | Sim=0.4203, uniq=0.910/0.938\n", + " 5. Elder, Bryce ↔ Holmes, Clay | Sim=0.4112, uniq=0.935/0.954\n", + " 6. Crochet, Garrett ↔ Luzardo, Jesús | Sim=0.4097, uniq=0.938/0.927\n", + " 7. Cameron, Noah ↔ Liberatore, Matthew | Sim=0.3922, uniq=0.938/0.960\n", + " 8. Abbott, Andrew ↔ Ray, Robbie | Sim=0.3910, uniq=0.897/0.944\n", + " 9. Gilbert, Logan ↔ Pepiot, Ryan | Sim=0.3785, uniq=0.810/0.928\n", + "10. Castillo, Luis ↔ May, Dustin | Sim=0.3370, uniq=0.852/0.723\n", + "11. Bubic, Kris ↔ Quintana, Jose | Sim=0.3306, uniq=0.896/0.844\n", + "12. Leiter, Jack ↔ deGrom, Jacob | Sim=0.3291, uniq=0.729/0.894\n", + "13. Lord, Brad ↔ Morton, Charlie | Sim=0.3148, uniq=0.845/0.861\n", + "14. Falter, Bailey ↔ Rodriguez, Eduardo | Sim=0.2888, uniq=0.973/0.964\n", + "15. Gore, MacKenzie ↔ Kikuchi, Yusei | Sim=0.2857, uniq=0.901/0.917\n", + "16. Abbott, Andrew ↔ Springs, Jeffrey | Sim=0.2682, uniq=0.897/0.942\n", + "17. Giolito, Lucas ↔ Wacha, Michael | Sim=0.2681, uniq=0.730/0.811\n", + "18. Burke, Sean ↔ Gallen, Zac | Sim=0.2599, uniq=0.809/0.975\n", + "19. Cease, Dylan ↔ Nelson, Ryne | Sim=0.2591, uniq=0.815/0.674\n", + "20. Corbin, Patrick ↔ Springs, Jeffrey | Sim=0.2515, uniq=0.934/0.942\n" ] } ], @@ -247309,7 +246817,7 @@ ], "metadata": { "kernelspec": { - "display_name": "test_env", + "display_name": ".venv", "language": "python", "name": "python3" }, diff --git a/README.md b/README.md index 3b4a179..1d60655 100644 --- a/README.md +++ b/README.md @@ -25,7 +25,19 @@ We trained a Multi-Layer Perceptron (MLP) neural network on 293,185 pitches from **Goal 2 - Similarity Analysis:** Rather than just averaging pitch features, we leveraged the trained classifier's confusion patterns. When the model consistently confuses pitcher A for pitcher B, it reveals they have similar pitch profiles. We developed a confusion-based similarity metric that normalizes by each pitcher's total confusion mass, creating comparable scores even between highly distinctive and generic pitchers. This approach captures which pitchers the model actually struggles to distinguish in practice, revealing similarities that simple feature averaging would miss. +--- + +## Quick Start with Makefile + +To set up and run the project quickly, we provide a Makefile with all dependencies: +### Installation +```bash +# Install all dependencies +make install +``` + +--- ## Data Collection @@ -158,51 +170,62 @@ We considered several classification architectures before settling on the Multi- ### Hyperparameter Tuning -We conducted systematic hyperparameter optimization to maximize classification accuracy: +We conducted systematic hyperparameter optimization using Optuna, a state-of-the-art framework for automated hyperparameter search: **Parameters Tuned:** - - To be added -- **Hidden Layer Architecture:** - - Final: Two hidden layers -- **Dropout Rate:** - - Final: -- **Learning Rate:** - - -- **Batch Size:** Compared 32, 64, 128, 256 - - Final: +- **Hidden Layer 1 Size:** Tested [64, 128, 192, 250] neurons + - Final: 128 neurons +- **Hidden Layer 2 Size:** Tested [32, 64, 128, 192] neurons + - Final: 192 neurons +- **Dropout Rate:** Range [0.1, 0.5] + - Final: 0.114 +- **Learning Rate:** Log-scale range [0.0001, 0.01] + - Final: 0.000518 +- **Weight Decay:** Log-scale range [0.000001, 0.001] + - Final: 0.0000075 +- **Batch Size:** Tested [32, 64, 128] + - Final: 64 **Tuning Process:** -- Used ...-fold cross-validation on the training set -- Evaluated based on validation f1 and top-3 accuracy +- Used Optuna's Tree-structured Parzen Estimator (TPE) sampler for intelligent search +- Optimized for validation F1 score (macro-averaged) +- Applied early stopping (patience=3 epochs) during trial training +- Trained each trial for up to 20 epochs - Monitored for overfitting by tracking training vs validation loss gap -- Selected final configuration that maximized validation accuracy while maintaining training stability +- Selected configuration that achieved best validation F1 score: 0.854 -**Results of Tuning:** -- Improved top-1 accuracy from x% (baseline configuration) to y% (tuned) +**Saved Artifacts:** +- Optimal hyperparameters saved to `outputs/best_hyperparameters.json` for reproducibility +- Model can be retrained with saved parameters without re-running expensive Optuna search +- Training script automatically loads saved hyperparameters if available ### Model Architecture -We implemented a Multi-Layer Perceptron (MLP) neural network for pitcher classification: +We implemented a Multi-Layer Perceptron (MLP) neural network for pitcher classification using PyTorch: -CHANGE NOW -**Network Structure:** -- Input layer: Variable size based on number of features (after one-hot encoding) +**Network Structure (Optimized):** +- Input layer: 32 features (after one-hot encoding and feature engineering) - Hidden layer 1: 128 neurons with ReLU activation -- Hidden layer 2: 64 neurons with ReLU activation -- Dropout regularization: 0.3 dropout rate after each hidden layer +- Dropout: 0.114 rate after first hidden layer +- Hidden layer 2: 192 neurons with ReLU activation +- Dropout: 0.114 rate after second hidden layer - Output layer: 110 neurons (one per pitcher) with softmax activation **Training Configuration:** - Loss function: Cross-entropy loss -- Optimizer: Adam with learning rate of 0.001 +- Optimizer: Adam with learning rate of 0.000518 and weight decay of 0.0000075 - Batch size: 64 -- Training epochs: 50 +- Training epochs: Up to 100 with early stopping (patience=10) - Data split: 80% training, 20% validation (stratified by pitcher) +- Final model: Trained for 11 epochs before early stopping **Implementation Details:** -- Used PyTorch framework +- Used PyTorch framework for neural network implementation - Applied StandardScaler normalization to all numerical features -- Tracked training loss, validation loss, and validation accuracy across epochs +- Implemented early stopping to prevent overfitting +- Tracked multiple metrics: training loss, validation loss, validation accuracy, and macro F1 score +- Model state saved at best validation F1 score +- All training artifacts saved to `outputs/` directory for reproducibility --- @@ -213,29 +236,36 @@ CHANGE NOW The neural network achieved strong performance in pitcher identification: **Overall Accuracy Metrics:** -- Top-1 Accuracy (Exact Match): 83.43% -- Top-3 Accuracy: 96.44% -- Top-5 Accuracy: 98.59% +- Top-1 Accuracy (Exact Match): 85.73% +- Top-3 Accuracy: 97.40% +- Top-5 Accuracy: 99.12% -These results indicate that the model correctly identifies the pitcher on the first guess 83% of the time, and includes the correct pitcher in the top 3 predictions 96% of the time. +These results indicate that the model correctly identifies the pitcher on the first guess 86% of the time, and includes the correct pitcher in the top 3 predictions 97% of the time. ### Per-Pitcher Analysis -Performance varied significantly across individual pitchers: +Performance varied significantly across individual pitchers, revealing which pitchers have truly distinctive signatures: + +**Per-Pitcher Accuracy Statistics:** +- Mean: 85.33% +- Median: 86.98% +- Standard Deviation: 11.35% **Most Distinctive Pitchers (Near-Perfect Accuracy):** -- Nick Lodolo: 100.0% (510 pitches) -- JP Sears: 100.0% (500 pitches) -- Freddy Peralta: 99.7% (617 pitches) -- Kyle Hendricks: 98.6% (515 pitches) +- Nick Lodolo: 100.0% (510/510 pitches) +- JP Sears: 100.0% (500/500 pitches) +- Kyle Hendricks: 99.8% (514/515 pitches) +- Freddy Peralta: 99.7% (615/617 pitches) +- Justin Verlander: 98.9% (531/537 pitches) **Least Distinctive Pitchers (Frequently Confused):** -- Shane Smith: 33.7% (475 pitches) -- Randy Vásquez: 43.0% (430 pitches) -- Michael Lorenzen: 44.4% (491 pitches) -- Brandon Pfaadt: 47.3% (611 pitches) +- Shane Smith: 43.2% (205/475 pitches) +- Randy Vásquez: 43.7% (188/430 pitches) +- Michael Lorenzen: 52.5% (258/491 pitches) +- Luis Severino: 54.2% (296/546 pitches) +- Brandon Pfaadt: 60.9% (372/611 pitches) -This wide range shows that some pitchers have highly unique signatures that the model learns easily, while others have more generic characteristics that overlap with many other pitchers. +This wide range (43%-100%) shows that some pitchers have highly unique signatures that the model learns easily, while others have more generic characteristics that overlap with many other pitchers. The model's confusion patterns reveal real similarities in pitching styles that would be difficult to detect through simple statistical averaging. ### Training Dynamics @@ -320,7 +350,10 @@ We built a Streamlit dashboard (`dashboard.py`): - Input custom pitch characteristics and see which pitchers would most likely throw it - View radar charts comparing pitch characteristics across similar pitchers -**To run:** `streamlit run dashboard.py` +**To run:** +```bash +streamlit run dashboard.py +``` --- diff --git a/requirements.txt b/requirements.txt index e93ae23..87da713 100644 --- a/requirements.txt +++ b/requirements.txt @@ -4,7 +4,7 @@ numpy>=1.23.0 plotly>=5.0.0 pybaseball>=2.2.0 scikit-learn>=1.0.0 -torch>=2.0.0 +torch optuna>=3.0.0 shap>=0.42.0 nbformat>=4.2.0 diff --git a/requirements_dashboard.txt b/requirements_dashboard.txt index db97b1c..7024eaf 100644 --- a/requirements_dashboard.txt +++ b/requirements_dashboard.txt @@ -1,5 +1,5 @@ streamlit>=1.31.0 -torch>=2.2.0 +torch pandas>=2.0.0 numpy>=1.23.0,<2.0.0 plotly>=5.0.0