Nick Polson: Bayes, AI, and Deep Learning, Kartoniert / Broschiert

Klappentext

From Alan Turing breaking the Enigma code to ChatGPT reshaping how we work and create, artificial intelligence has always been powered by a single unifying principle: learning from data under uncertainty. This book reveals the mathematical machinery behind modern AI, weaving together Bayesian probability, statistical learning, and deep neural networks into a coherent intellectual framework. Whether you seek to understand why large language models hallucinate, how recommendation systems predict your preferences, or what makes reinforcement learning agents master complex games, this book equips you with both the theoretical foundations and practical intuitions that define the modern AI playbook.

Key Features:

• Builds Bayesian reasoning from first principles through historical examples like submarine search and WWII code-breaking
• Bridges classical statistics and deep learning, connecting linear regression to transformers
• Covers the complete AI stack: probability, decision theory, Gaussian processes, neural networks, CNNs, NLP, and LLMs
• Emphasizes uncertainty quantification-building systems that know what they don't know
• Practical applications across finance, healthcare, operations, and autonomous systems
• Emerging topics: AI agents, RLHF, and retrieval-augmented generation

Written for graduate students, data scientists, and quantitatively-minded practitioners, this book assumes comfort with calculus and basic probability while building sophisticated intuitions progressively. Business analysts will appreciate the decision-theoretic framing; engineers will value the architectural insights; researchers will find rigorous foundations for further study. Whether used as a course textbook, professional reference, or intellectual companion for understanding the AI revolution transforming every industry, this book delivers the rare combination of mathematical depth and accessible exposition that makes complex ideas genuinely understandable.