Elliott Wave Python Code -

print("=== Elliott Wave Analysis ===") print(f"Pattern detected: {result['pattern']}") print(f"Valid structure: {result['valid']}") if result['fibonacci_levels']: print(f"Fibonacci projections: {result['fibonacci_levels']}")

""" Elliott Wave Analysis in Python -------------------------------- Detects 5-wave impulse and 3-wave corrective structures. Uses swing points and Fibonacci ratios. """ import numpy as np import pandas as pd from scipy.signal import argrelextrema from typing import List, Tuple, Dict, Optional

w1, w2, w3, w4, w5 = waves[:5]

# Rule 3: Wave 4 price overlap with Wave 1? # For uptrend impulse: w1 up, w2 down, w3 up, w4 down, w5 up # Overlap means low of w4 < high of w1 if w1['direction'] == 'up': wave1_high = max(w1['start_price'], w1['end_price']) wave4_low = min(w4['start_price'], w4['end_price']) if wave4_low <= wave1_high: return False else: # downtrend impulse wave1_low = min(w1['start_price'], w1['end_price']) wave4_high = max(w4['start_price'], w4['end_price']) if wave4_high >= wave1_low: return False

# Add Fibonacci ratio estimates for key waves fibs = {} if len(waves) >= 3: fibs['wave3_extension'] = self.fibonacci_ratios(waves[2]) # wave 3 if len(waves) >= 5: fibs['wave5_target'] = self.fibonacci_ratios(waves[4])['1.618'] elliott wave python code

def fibonacci_ratios(self, wave: Dict) -> Dict: """Calculate Fibonacci retracements/extensions for a wave.""" mag = wave['magnitude'] return { '0.382': mag * 0.382, '0.5': mag * 0.5, '0.618': mag * 0.618, '1.0': mag, '1.272': mag * 1.272, '1.618': mag * 1.618, }

# Annotate wave numbers (first 5 waves if exist) waves = result['waves'] for i, wave in enumerate(waves[:5]): mid_idx = (wave['start_idx'] + wave['end_idx']) // 2 mid_price = (wave['start_price'] + wave['end_price']) / 2 plt.text(mid_idx, mid_price, str(i+1), fontsize=12, fontweight='bold', bbox=dict(facecolor='yellow', alpha=0.7)) # For uptrend impulse: w1 up, w2 down,

A, B, C = waves[:3] # Typical rule: B retraces 0.382 to 0.886 of A retrace_ratio = B['magnitude'] / A['magnitude'] if A['magnitude'] != 0 else 0 if 0.382 <= retrace_ratio <= 0.886: # C often equals A in length (1.0 or 1.618) c_ratio = C['magnitude'] / A['magnitude'] if 0.618 <= c_ratio <= 1.618: return True return False