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model_predictor.py
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| 1 |
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"""
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| 2 |
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Model predictor that loads from Hugging Face and makes predictions
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| 3 |
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"""
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import joblib
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| 5 |
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import numpy as np
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from typing import Dict, List
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import requests
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import os
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from math import factorial
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class EPLPredictor:
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def __init__(self, use_local=False):
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"""Initialize predictor with models from HF or local"""
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self.models = {}
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self.model_repo = "gnosisx/epl-ensemble-1x2"
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self.use_local = use_local
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# Feature names for reference
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self.feature_names = [
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"xg_h_l5", "xga_h_l5", "xg_a_l5", "xga_a_l5",
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"elo_diff", "home_adv", "rest_h", "rest_a",
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"h2h_h_wins", "h2h_draws", "form_h", "form_a"
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]
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self.load_models()
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def load_models(self):
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"""Load models from Hugging Face or local files"""
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if self.use_local:
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# Load from local files
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self.models['poisson_home'] = joblib.load('poisson_home.joblib')
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self.models['poisson_away'] = joblib.load('poisson_away.joblib')
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self.models['xgboost'] = joblib.load('xgb_1x2.joblib')
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else:
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# Download from Hugging Face
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for model_name in ['poisson_home.joblib', 'poisson_away.joblib', 'xgb_1x2.joblib']:
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url = f"https://huggingface.co/{self.model_repo}/resolve/main/{model_name}"
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response = requests.get(url)
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if response.status_code == 200:
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# Save temporarily and load
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temp_path = f"/tmp/{model_name}"
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with open(temp_path, 'wb') as f:
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f.write(response.content)
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key = model_name.replace('.joblib', '')
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self.models[key] = joblib.load(temp_path)
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else:
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raise Exception(f"Failed to download {model_name} from Hugging Face")
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def build_features_from_odds(self, home_team: str, away_team: str,
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best_odds: Dict) -> np.ndarray:
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"""Build features from current odds and team names"""
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# Extract implied probabilities from odds
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h_odds = best_odds.get('H', {}).get('odds', 2.0)
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d_odds = best_odds.get('D', {}).get('odds', 3.5)
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a_odds = best_odds.get('A', {}).get('odds', 3.0)
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# Calculate implied probabilities
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total = 1/h_odds + 1/d_odds + 1/a_odds
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h_prob = (1/h_odds) / total
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a_prob = (1/a_odds) / total
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# Estimate features from odds
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# These are approximations based on market sentiment
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features = [
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1.8 * h_prob + 0.8, # xg_h_l5 - home expected goals
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1.2 * (1 - h_prob) + 0.5, # xga_h_l5 - home expected goals against
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1.5 * a_prob + 0.7, # xg_a_l5 - away expected goals
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1.3 * (1 - a_prob) + 0.6, # xga_a_l5 - away expected goals against
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(h_prob - a_prob) * 200, # elo_diff - estimated from odds
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1.0, # home_adv - always 1 for home team
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6, # rest_h - default rest days
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6, # rest_a - default rest days
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2, # h2h_h_wins - default
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2, # h2h_draws - default
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h_prob * 3, # form_h - estimated from odds
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a_prob * 3 # form_a - estimated from odds
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]
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return np.array(features).reshape(1, -1)
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| 82 |
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def poisson_to_outcome_probs(self, lambda_h: float, lambda_a: float,
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| 83 |
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max_goals: int = 10) -> Dict[str, float]:
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"""Convert Poisson parameters to outcome probabilities"""
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prob_matrix = np.zeros((max_goals + 1, max_goals + 1))
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for i in range(max_goals + 1):
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for j in range(max_goals + 1):
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prob_h = np.exp(-lambda_h) * (lambda_h ** i) / factorial(i)
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| 90 |
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prob_a = np.exp(-lambda_a) * (lambda_a ** j) / factorial(j)
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| 91 |
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prob_matrix[i, j] = prob_h * prob_a
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| 92 |
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| 93 |
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# Calculate H/D/A probabilities
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p_home = np.sum(np.triu(prob_matrix, 1))
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p_draw = np.sum(np.diag(prob_matrix))
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p_away = np.sum(np.tril(prob_matrix, -1))
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# Also calculate over/under 2.5
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over_25 = 0
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for i in range(max_goals + 1):
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for j in range(max_goals + 1):
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if i + j > 2.5:
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over_25 += prob_matrix[i, j]
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# BTTS probability
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btts = 1 - (prob_matrix[0, :].sum() + prob_matrix[:, 0].sum() - prob_matrix[0, 0])
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return {
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'H': p_home,
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'D': p_draw,
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'A': p_away,
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'over25': over_25,
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| 113 |
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'btts': btts
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| 114 |
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}
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| 116 |
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def predict(self, home_team: str, away_team: str, best_odds: Dict = None,
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| 117 |
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features: np.ndarray = None) -> Dict:
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| 118 |
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"""Make predictions for a match"""
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| 119 |
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# Build or use provided features
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| 120 |
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if features is None:
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features = self.build_features_from_odds(home_team, away_team, best_odds or {})
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| 122 |
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| 123 |
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# 1. Poisson predictions
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| 124 |
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lambda_h = self.models['poisson_home'].predict(features)[0]
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| 125 |
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lambda_a = self.models['poisson_away'].predict(features)[0]
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| 126 |
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poisson_probs = self.poisson_to_outcome_probs(lambda_h, lambda_a)
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| 127 |
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| 128 |
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# 2. XGBoost predictions
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| 129 |
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xgb_probs_array = self.models['xgboost'].predict_proba(features)[0]
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| 130 |
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xgb_probs = {
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| 131 |
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'H': xgb_probs_array[0],
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'D': xgb_probs_array[1],
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'A': xgb_probs_array[2]
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}
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# 3. Ensemble (weighted average)
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weights = {'poisson': 0.4, 'xgboost': 0.6}
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| 138 |
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| 139 |
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ensemble_probs = {}
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| 140 |
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for outcome in ['H', 'D', 'A']:
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| 141 |
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ensemble_probs[outcome] = (
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| 142 |
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weights['poisson'] * poisson_probs[outcome] +
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| 143 |
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weights['xgboost'] * xgb_probs[outcome]
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| 144 |
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)
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| 145 |
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| 146 |
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# Normalize
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| 147 |
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total = sum(ensemble_probs.values())
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| 148 |
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for k in ensemble_probs:
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ensemble_probs[k] /= total
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| 150 |
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| 151 |
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# Add other markets from Poisson
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| 152 |
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ensemble_probs['over25'] = poisson_probs['over25']
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| 153 |
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ensemble_probs['btts'] = poisson_probs['btts']
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| 154 |
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| 155 |
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return {
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| 156 |
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'ensemble': ensemble_probs,
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| 157 |
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'poisson': poisson_probs,
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| 158 |
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'xgboost': xgb_probs,
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| 159 |
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'expected_goals': {
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| 160 |
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'home': lambda_h,
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| 161 |
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'away': lambda_a
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| 162 |
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}
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| 163 |
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}
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| 164 |
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| 165 |
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def calculate_value(self, model_prob: float, odds: float,
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| 166 |
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kelly_fraction: float = 0.25) -> Dict:
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| 167 |
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"""Calculate value bet metrics"""
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| 168 |
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implied_prob = 1 / odds
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| 169 |
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edge = ((model_prob - implied_prob) / implied_prob) * 100
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| 170 |
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| 171 |
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if edge > 0:
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| 172 |
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# Kelly criterion
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| 173 |
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kelly = (model_prob * odds - 1) / (odds - 1)
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| 174 |
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adjusted_kelly = max(0, kelly * kelly_fraction)
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| 175 |
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| 176 |
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return {
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| 177 |
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'has_value': True,
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| 178 |
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'edge': edge,
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| 179 |
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'kelly_pct': adjusted_kelly * 100,
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| 180 |
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'implied_prob': implied_prob,
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'model_prob': model_prob
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| 182 |
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}
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return {
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'has_value': False,
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'edge': edge,
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'kelly_pct': 0,
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'implied_prob': implied_prob,
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'model_prob': model_prob
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| 190 |
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}
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| 192 |
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# Example usage
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if __name__ == "__main__":
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predictor = EPLPredictor(use_local=True)
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# Example prediction
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result = predictor.predict(
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home_team="Liverpool",
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| 200 |
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away_team="Everton",
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best_odds={
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'H': {'odds': 1.48},
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| 203 |
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'D': {'odds': 5.0},
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'A': {'odds': 8.0}
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}
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)
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print("Ensemble probabilities:")
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for outcome, prob in result['ensemble'].items():
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print(f" {outcome}: {prob:.1%}")
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print(f"\nExpected goals:")
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print(f" Home: {result['expected_goals']['home']:.2f}")
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print(f" Away: {result['expected_goals']['away']:.2f}")
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