Finalize up the AI Trainer

This commit is contained in:
2026-02-18 17:35:55 -08:00
parent bb1c508c99
commit a81e3a992d
4 changed files with 232 additions and 221 deletions
+4 -1
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@@ -39,4 +39,7 @@ def Predict():
print(f"Predicted Target_Close: {flat_predictions}")
return json.dumps(flat_predictions)
return json.dumps(flat_predictions)
if __name__ == "__main__":
Predict()
+27 -19
View File
@@ -7,16 +7,23 @@ os.environ["CUDA_VISIBLE_DEVICES"] = "-1"
from sklearn.model_selection import train_test_split
from keras import Sequential, layers, optimizers, losses
def TrainAI():
# Pull New Data
datapuller.pull()
def TrainAI(include_pull):
# Get the CWD for pathing due to being called from C# now
if (include_pull):
# Pull New Data
datapuller.pull()
# Get the CWD for pathing due to being called from C#
SCRIPT_DIR = os.path.dirname(os.path.abspath(__file__))
DATA_DIR = os.path.join(SCRIPT_DIR, "data")
# Load the dataset
dataset = pd.read_parquet(os.path.join(DATA_DIR, "stocks.parquet"))
# Replace Infinity with 0 -> This fixes the AI mental breakdown
dataset['Volume_Chg'] = dataset['Volume_Chg'].replace([np.inf, -np.inf], 0)
# Remove indicators and set the target
X = dataset.drop('Target_Close', axis=1)
X = dataset.drop('Target_Direction', axis=1)
Y = dataset['Target_Close']
@@ -31,8 +38,8 @@ def TrainAI():
normalizer = layers.Normalization(axis=-1)
normalizer.adapt(np.array(train_features))
# Start with a linear model
dnn_linear_model = Sequential([
# Create the DNN
dnn_model = Sequential([
layers.Input(shape=(train_features.shape[1],)), # Load the feature count dynamically
normalizer,
layers.Dense(64, activation='elu'),
@@ -41,28 +48,26 @@ def TrainAI():
])
# Configure the model
dnn_linear_model.compile(
optimizer=optimizers.Adam(learning_rate=0.0001, clipvalue=1.0),
dnn_model.compile(
optimizer=optimizers.Adam(learning_rate=0.00001, clipvalue=1.0),
loss=losses.Huber()
)
# Show the summary before training the model
dnn_linear_model.summary()
dnn_model.summary()
# Train the model
Training_Data = dnn_linear_model.fit(
Training_Data = dnn_model.fit(
train_features,
train_labels,
batch_size=64,
epochs=100,
# Show progress
verbose=1,
# Calculate validation results on 20% of the training data.
validation_split = 0.2
epochs=39, # Tuned to the point before overfitting
verbose=1, # Show progress
validation_split = 0.2 # Calculate validation results on 20% of the training data.
)
# Predict
test_predictions = dnn_linear_model.predict(test_features).flatten()
test_predictions = dnn_model.predict(test_features).flatten()
a = plt.axes(aspect='equal')
plt.scatter(test_labels, test_predictions)
plt.xlabel('True Values')
@@ -73,11 +78,14 @@ def TrainAI():
_ = plt.plot(lims, lims)
test_results = dnn_linear_model.evaluate(
# Current Test Results: 1.221876300405711e-05
test_results = dnn_model.evaluate(
test_features, test_labels, verbose=0
)
print(f"Test Results: {test_results}")
# Save the model
dnn_linear_model.save(os.path.join(DATA_DIR, "model.keras"))
dnn_model.save(os.path.join(DATA_DIR, "model.keras"))
if __name__ == "__main__":
TrainAI(False)
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+201 -201
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@@ -1,201 +1,201 @@
Date,Close,High,Low,Open,Volume,Symbol,Spread,Return,Volatility_5,Volatility_20,Target_Close_Tomorrow,RSI,Moving_Average_5,Moving_Average_20,Trend_Signal,Dist_From_MA20,Volume_Chg
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Date,Close,High,Low,Open,Volume,Symbol,Spread,Return,Volatility_5,Volatility_20,RSI,Moving_Average_5,Moving_Average_20,Trend_Signal,Dist_From_MA20,BB_Pos,Log_Return,Target_Close,Target_Direction,Volume_Chg
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-226713600,0.3812091648578644,0.3896105479606391,0.3801590398824247,0.38751010636013106,128211,0,0.009451508078214377,-0.016260333923339698,0.05170446144072809,0.026766684561070512,36.93679367110906,0.3860399663448334,0.4008997485041618,0,-0.04911597904405529,0.0743001210685985,-0.016393983929169118,0.015422565558706802,1,-0.35576894087853117
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1 Date Close High Low Open Volume Symbol Spread Return Volatility_5 Volatility_20 Target_Close_Tomorrow RSI Moving_Average_5 Moving_Average_20 Trend_Signal Dist_From_MA20 BB_Pos Log_Return Target_Close Target_Direction Volume_Chg
2 -249955200 0.5309498906135559 0.5309499502182007 0.5340793383287292 0.5340793982846871 0.5267773571149794 0.5267774162512139 0.5267773571149794 0.5267774162512139 170310 0 0.007301981213749809 0.007301982033473209 0.007920696630258517 0.00792023955109511 0.01020071967005008 0.010200076284055561 0.01112495169682067 0.011124590561047922 0.03732815318963789 46.96958547208705 46.96967860463748 0.5324103832244873 0.5324103951454162 0.5365307539701462 0.5365307688713074 0 -0.010401758548403306 -0.010401674939998218 0.3491923187055057 0.007889039088967537 0.0017899616790169048 0 -0.21239195882295814
3 -249868800 0.5507692694664001 0.5591141834054576 0.534079289296328 0.534079289296328 327226 0 0.025034894109129624 0.03732815318963789 0.037328036738782044 0.01996812150140235 0.019967820772104863 0.014089988568121608 0.014089691406813062 0.030303315612191017 60.240674383943116 60.241026064686686 0.5353311181068421 0.535331130027771 0.5361134827136993 0.5361135125160217 0 0.02733709788180705 0.02733704077257415 0.9403372979801028 0.03664821166338882 -0.0017867634409282074 0 0.9213551758557923
4 -249782400 0.5674594044685364 0.5674591064453125 0.5705886623852793 0.5705883627186048 0.5486830574350858 0.5486827692729858 0.5507694197445795 0.5507691304867457 319571 0 0.021905604950193447 0.021905593445619043 0.030303315612191017 0.03030277450861041 0.02131333518029739 0.021312919958663676 0.015701614529095086 0.01570129216082923 0.011028751031076478 74.1572680235981 74.15762943977647 0.5422157287597656 0.5422156929969788 0.5365307182073593 0.5365307480096817 1 0.05764569522601626 0.05764508101420618 1.3021234797393308 0.02985271487859573 -0.0017885306092033648 0 -0.02339361786655092
5 -249696000 0.5737177729606628 0.5737179517745972 0.5758039436771796 0.5758041231413228 0.5695452411627431 0.5695454186762002 0.5695452411627431 0.5695454186762002 239200 0 0.006258702514436498 0.006258704465122555 0.011028751031076478 0.011029597125494117 0.02080535417185111 0.020804862968592602 0.014493138032360228 0.014492880446518662 0.016364640715225365 74.44424833372908 74.4447273302151 0.5499347567558288 0.5499348044395447 0.5379910677671432 0.5379911035299301 1 0.06640761777290893 0.06640787925720693 1.2058768057958824 0.010969214709227714 -0.0017914279751538587 0 -0.25149653754564716
6 -249436800 0.5831064581871033 0.583105742931366 0.5831064581871033 0.583105742931366 0.5716319375986957 0.5716312364179468 0.5737183005988886 0.5737175968589447 233459 0 0.011474520588407588 0.011474506513419191 0.016364640715225365 0.016363077236350998 0.01269149970688848 0.01269144262539286 0.014656116805833846 0.01465579115332346 0.0017885284153384973 74.44431323401128 74.44469487979632 0.5612005591392517 0.5612004041671753 0.5400773286819458 0.5400773257017135 1 0.07967216400319876 0.07967084560298154 1.1645205402478302 0.01623064480319519 -0.00897690784681826 -1 -0.02400083612040138
7 -249350400 0.5841493606567383 0.5841494798660278 0.5841493606567383 0.5841494798660278 0.5778906543560699 0.5778907722881246 0.5831062746674605 0.583106393663884 210496 0 0.006258706300668382 0.006258707577903255 0.0017885284153384973 0.0017899616790169048 0.014402683344251264 0.014402066056040969 0.014637023513027519 0.014636686967503514 -0.0017853352924370736 78.16070438705033 78.16130229319987 0.5718404531478882 0.5718403100967407 0.5422157347202301 1 0.0773375305276689 0.07733775038349733 1.0530096465194634 0.0017883616067049404 -0.014493197689452453 -1 -0.09835988331998335
8 -249264000 0.5831064581871033 0.583105742931366 0.5862357552128129 0.5862350361185866 0.5799770088693446 0.579976297452283 0.584149544504669 0.584148827969451 221978 0 0.006258746343468347 0.006258738666303665 -0.0017853352924370736 -0.0017867634409282074 0.012730438965549026 0.012730182275679593 0.014251381274291031 0.014251035868534318 -0.001789857264249628 76.19045675500283 76.19034661968429 0.5783078908920288 0.5783076047897339 0.5446149259805679 0.54461490213871 1 0.0706766017057503 0.0706753352534093 0.9594435130238214 -0.0017883616067049727 -0.029411523736857625 -1 0.05454735481909401
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