Low-Latency Machine Learning for Options Pricing: High-Speed Models and Trading Performance

Low-latency machine learning presents a transformative approach to options pricing and trading, addressing fundamental challenges in computational finance where traditional models struggle with market realities. This article introduces an end-to-end machine learning framework engineered specifically for high-speed options trading environments, integrating specialized neural network architectures with advanced system infrastructure. The framework incorporates recurrent neural networks optimized for temporal dependencies in options data alongside domain-specific signals, including momentum indicators, mean-reversion metrics, and autoencoder anomaly detection. Performance is enhanced through a multi-faceted optimization strategy encompassing model quantization, kernel fusion, magnitude-based pruning, and batching optimization. The system architecture features a robust data pipeline for multi-source ingestion, distributed task scheduling for parallel computation, and a tiered API serving layer. Hardware acceleration through GPUs, FPGAs, and vectorized CPU operations complements comprehensive memory and I/O optimizations. The resulting trading strategy demonstrates exceptional risk-adjusted returns compared to traditional approaches, with superior performance, particularly evident during market stress periods. This integrated approach effectively balances the dual requirements of pricing accuracy and execution speed, establishing a compelling case for machine learning applications in competitive financial markets where milliseconds determine trading success.

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Publication Details

Journal
Journal of Computer Science and Technology Studies
Published
2025-05-29
DOI
https://doi.org/10.32996/jcsts.2025.7.5.9
Citations
1
Primary Topic
Stochastic processes and financial applications
Type
article
Field-Weighted Citation Impact
2.21
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article

Low-Latency Machine Learning for Options Pricing: High-Speed Models and Trading Performance

Aniruddha Zalani
1 citations
Journal of Computer Science and Technology Studies
Stochastic processes and financial applications
2.21
article

Low-Latency Machine Learning for Options Pricing: High-Speed Models and Trading Performance

Aniruddha Zalani
article en
1 citations

Abstract

Low-latency machine learning presents a transformative approach to options pricing and trading, addressing fundamental challenges in computational finance where traditional models struggle with market realities. This article introduces an end-to-end machine learning framework engineered specifically for high-speed options trading environments, integrating specialized neural network architectures with advanced system infrastructure. The framework incorporates recurrent neural networks optimized for temporal dependencies in options data alongside domain-specific signals, including momentum indicators, mean-reversion metrics, and autoencoder anomaly detection. Performance is enhanced through a multi-faceted optimization strategy encompassing model quantization, kernel fusion, magnitude-based pruning, and batching optimization. The system architecture features a robust data pipeline for multi-source ingestion, distributed task scheduling for parallel computation, and a tiered API serving layer. Hardware acceleration through GPUs, FPGAs, and vectorized CPU operations complements comprehensive memory and I/O optimizations. The resulting trading strategy demonstrates exceptional risk-adjusted returns compared to traditional approaches, with superior performance, particularly evident during market stress periods. This integrated approach effectively balances the dual requirements of pricing accuracy and execution speed, establishing a compelling case for machine learning applications in competitive financial markets where milliseconds determine trading success.

Journal of Computer Science and Technology StudiesVol. 7(5)
Indian Institute of Technology Kanpur (IN)
Openalex Percentile: Top 14%
Stochastic processes and financial applications
2.21
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