tickdata / simulate_quantum_matrix.py
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import pandas as pd
import numpy as np
import time
def calculate_adx(df, period=14):
df = df.copy()
# Calculate True Range
df['h_l'] = df['high'] - df['low']
df['h_pc'] = (df['high'] - df['close'].shift(1)).abs()
df['l_pc'] = (df['low'] - df['close'].shift(1)).abs()
df['tr'] = df[['h_l', 'h_pc', 'l_pc']].max(axis=1)
# Calculate Directional Movement
df['+dm'] = np.where((df['high'] - df['high'].shift(1)) > (df['low'].shift(1) - df['low']),
np.maximum(df['high'] - df['high'].shift(1), 0), 0)
df['-dm'] = np.where((df['low'].shift(1) - df['low']) > (df['high'] - df['high'].shift(1)),
np.maximum(df['low'].shift(1) - df['low'], 0), 0)
# Smoothed TR, +DM, -DM
# Wilder's Smoothing: Current = Previous + (Current - Previous) / n
# EWM with alpha = 1/n
alpha = 1 / period
df['tr_smooth'] = df['tr'].ewm(alpha=alpha, adjust=False).mean() * period
df['+dm_smooth'] = df['+dm'].ewm(alpha=alpha, adjust=False).mean() * period
df['-dm_smooth'] = df['-dm'].ewm(alpha=alpha, adjust=False).mean() * period
# Calculate +DI and -DI
df['+di'] = 100 * (df['+dm_smooth'] / df['tr_smooth'])
df['-di'] = 100 * (df['-dm_smooth'] / df['tr_smooth'])
# Calculate DX
df['dx'] = 100 * (df['+di'] - df['-di']).abs() / (df['+di'] + df['-di']).replace(0, 1)
# Smoothed DX = ADX
df['adx'] = df['dx'].ewm(alpha=alpha, adjust=False).mean()
return df
def process_data(file_M1, file_M5, file_M15):
print("Loading data...")
m1 = pd.read_parquet(file_M1)
m5 = pd.read_parquet(file_M5)
m15 = pd.read_parquet(file_M15)
m1['time_dt'] = pd.to_datetime(m1['time'], unit='s')
m5['time_dt'] = pd.to_datetime(m5['time'], unit='s')
m15['time_dt'] = pd.to_datetime(m15['time'], unit='s')
print("Calculating ADX...")
m1 = calculate_adx(m1, 14)
m5 = calculate_adx(m5, 14)
m15 = calculate_adx(m15, 14)
# Merge data to M1 freq
m1.set_index('time_dt', inplace=True)
m5.set_index('time_dt', inplace=True)
m15.set_index('time_dt', inplace=True)
df = m1[['close', 'adx', '+di', '-di']].rename(columns={'adx': 'adx_M1', '+di': 'di_plus_M1', '-di': 'di_minus_M1'})
m5_cols = m5[['adx', '+di', '-di']].rename(columns={'adx': 'adx_M5', '+di': 'di_plus_M5', '-di': 'di_minus_M5'})
df = df.join(m5_cols)
df[['adx_M5', 'di_plus_M5', 'di_minus_M5']] = df[['adx_M5', 'di_plus_M5', 'di_minus_M5']].ffill()
m15_cols = m15[['adx', '+di', '-di']].rename(columns={'adx': 'adx_M15', '+di': 'di_plus_M15', '-di': 'di_minus_M15'})
df = df.join(m15_cols)
df[['adx_M15', 'di_plus_M15', 'di_minus_M15']] = df[['adx_M15', 'di_plus_M15', 'di_minus_M15']].ffill()
df.dropna(inplace=True)
# T thresholds
t1 = 20
t5 = 16
t15 = 16
# Determine Phases
a1 = (df['adx_M1'] >= t1).astype(int)
a5 = (df['adx_M5'] >= t5).astype(int)
a15 = (df['adx_M15'] >= t15).astype(int)
# phase mapping
df['phase'] = 0
df.loc[(a1==0) & (a5==0) & (a15==0), 'phase'] = 1
df.loc[(a1==0) & (a5==0) & (a15==1), 'phase'] = 2
df.loc[(a1==0) & (a5==1) & (a15==0), 'phase'] = 3
df.loc[(a1==0) & (a5==1) & (a15==1), 'phase'] = 4
df.loc[(a1==1) & (a5==0) & (a15==0), 'phase'] = 5
df.loc[(a1==1) & (a5==0) & (a15==1), 'phase'] = 6
df.loc[(a1==1) & (a5==1) & (a15==0), 'phase'] = 7
df.loc[(a1==1) & (a5==1) & (a15==1), 'phase'] = 8
# Calculate Phase Transitions
df['phase_prev'] = df['phase'].shift(1)
df['is_transition'] = df['phase'] != df['phase_prev']
# Calculate Phase Age
age = []
current_age = 0
curr_p = df['phase'].iloc[0]
for p in df['phase']:
if p == curr_p:
current_age += 1
else:
current_age = 1
curr_p = p
age.append(current_age)
df['phase_age_minutes'] = age
# Calculate DMI Dominance (M15)
di_sum = df['di_plus_M15'] + df['di_minus_M15']
di_max = df[['di_plus_M15', 'di_minus_M15']].max(axis=1)
df['dmi_dominance'] = (di_max / di_sum) * 100
# Identify Future State (Next 30 minutes max displacement)
# Are we successfully transitioning into a trend or reversing?
# If we are at Phase 8, does it stay in P8/P7 or drop to P1?
print("Evaluating Transitions...")
transitions = []
for i in range(1, len(df)-30):
if df['is_transition'].iloc[i]:
pf = df['phase'].iloc[i]
prev_pf = df['phase_prev'].iloc[i]
dmi_dom = df['dmi_dominance'].iloc[i]
# look ahead 30 mins, what is the dominant phase?
future_phases = df['phase'].iloc[i+1:i+31]
avg_future = future_phases.mean()
max_future = future_phases.max()
min_future = future_phases.min()
transitions.append({
'time': df.index[i],
'phase_prev': prev_pf,
'phase_new': pf,
'dmi_dominance': dmi_dom,
'future_avg_phase': avg_future,
'future_max_phase': max_future
})
t_df = pd.DataFrame(transitions)
# Let's analyze Phase 8 formations
print("\n=== L0 (Phase 8) Simulation Results ===")
p8_entries = t_df[t_df['phase_new'] == 8]
print(f"Total entries into Phase 8: {len(p8_entries)}")
# 1. P8 from P7 (Strong Micro)
p7_to_p8 = p8_entries[p8_entries['phase_prev'] == 7]
print(f"P7 -> P8 Transitions: {len(p7_to_p8)}")
if len(p7_to_p8) > 0:
# Success = reaches P8 and holds avg >= 7
success_7_8 = p7_to_p8[p7_to_p8['future_avg_phase'] >= 6.5]
print(f" -> Win Rate (Holding Trend): {len(success_7_8)/len(p7_to_p8)*100:.2f}%")
# High DMI vs Low DMI
high_dmi = p7_to_p8[p7_to_p8['dmi_dominance'] > 65]
if len(high_dmi) > 0:
success_high = high_dmi[high_dmi['future_avg_phase'] >= 6.5]
print(f" -> Win Rate w/ DMI > 65%: {len(success_high)/len(high_dmi)*100:.2f}% (Total: {len(high_dmi)})")
low_dmi = p7_to_p8[p7_to_p8['dmi_dominance'] <= 55]
if len(low_dmi) > 0:
success_low = low_dmi[low_dmi['future_avg_phase'] >= 6.5]
print(f" -> Win Rate w/ DMI <= 55%: {len(success_low)/len(low_dmi)*100:.2f}% (Total: {len(low_dmi)})")
# Matrix of probabilities
print("\n=== Phase Transition Probability Matrix (D0 Validations) ===")
matrix = t_df.groupby(['phase_prev', 'phase_new']).size().unstack(fill_value=0)
matrix = matrix.div(matrix.sum(axis=1), axis=0) * 100
print(matrix.round(2))
if __name__ == '__main__':
process_data('native_rates_M1.parquet', 'native_rates_M5.parquet', 'native_rates_M15.parquet')