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Econometric Algorithmic Trading using Machine Learning With Python: From Stationarity to Execution Building Tradable Signals with Econometrics and ML(Richman Computational Economics)

Econometric Algorithmic Trading using Machine Learning With Python: From Stationarity to Execution Building Tradable Signals with Econometrics and ML(Richman Computational Economics)


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About the Book

Build institutional-grade trading signals with econometrics and machine learning-end to end in Python. This is a dense, model-first handbook for quants who want repeatable alpha, robust risk, and friction-aware execution without the fluff. Every chapter moves from rigorous theory to end-of-chapter multiple-choice questions, and finishes with full, runnable Python code demonstrations you can adapt to your pipeline today. Inside, you will learn to Stabilize noisy financial series, differentiate fractionally, and decide when to model levels vs. spreads. Forecast returns and volatility with ARIMA/ARFIMA, HAR/MIDAS, and advanced GARCH variants under fat tails and leverage. Model multi-asset risk with DCC/BEKK and factor structures for scalable portfolio construction. Extract stationary spreads and design error-correction trading rules with VECM and threshold dynamics. Track time-varying betas with Kalman filters; decode regimes with Markov-switching; manage breaks with structural change tests. Quantify microstructure effects, estimate efficient prices, and model order flow and jumps via Hawkes/ACD. Build high-dimensional alpha models using lasso/elastic net, boosting (XGBoost/LightGBM/CatBoost), kernels, GPs, and deep nets. Capture nonlinear dependence and tail risk with copulas and EVT; forecast quantiles and expected shortfall for risk-aware sizing. Identify causal effects with D-i-D, IV, RDD, and double ML; target policy to tradable subpopulations. Allocate across signals with online learning and bandits; trade under realistic impact with Almgren-Chriss and propagator models. Deploy RL for execution and market making, with proper off-policy evaluation and conservative objectives. Evaluate your edge correctly with Diebold-Mariano, MCS, Reality Check, SPA, and deflated Sharpe to avoid data snooping. Who it's for Quant researchers, portfolio managers, and traders upgrading from ad hoc heuristics to statistically defensible, production-ready models. Data scientists entering quantitative finance who need a rigorous bridge from ML theory to tradable implementation. Graduate students and practitioners seeking a compact, code-complete reference for model-driven trading. How each chapter works Theory: assumptions, identification, estimation, diagnostics, and forecasting. Checkpoint: multiple-choice questions to test comprehension and common pitfalls. Practice: full Python code demonstrations-from data prep and estimation to validation, backtesting, and interpretation. Turn research into PnL with a book that rewards rigor. Build, test, and trade with confidence.Note: Educational content only. Markets carry risk; no strategy guarantees profits.


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Product Details
  • ISBN-13: 9798264522604
  • Publisher: Independently Published
  • Publisher Imprint: Independently Published
  • Height: 229 mm
  • No of Pages: 394
  • Returnable: N
  • Spine Width: 21 mm
  • Weight: 575 gr
  • ISBN-10: 8264522602
  • Publisher Date: 09 Sep 2025
  • Binding: Paperback
  • Language: English
  • Returnable: N
  • Series Title: Richman Computational Economics
  • Sub Title: From Stationarity to Execution Building Tradable Signals with Econometrics and ML
  • Width: 152 mm


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Econometric Algorithmic Trading using Machine Learning With Python: From Stationarity to Execution Building Tradable Signals with Econometrics and ML(Richman Computational Economics)
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Econometric Algorithmic Trading using Machine Learning With Python: From Stationarity to Execution Building Tradable Signals with Econometrics and ML(Richman Computational Economics)
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