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A reading map of the whole book. Page-level navigation lives in the sidebar; this page is for stepping back and seeing the arc.


Preface

Why this book exists, and three suggested reading paths.


Chapter 0 — From Measurements to Meaning

The clean world, mathematical modelling, where noise comes from, why it’s Gaussian, the inverse problem, and the three attacks (signal processing / parametric fitting / machine learning) that organise the rest of the book.


Part I — Math Foundations

Probability, statistics, and linear algebra developed at the level needed for the rest of the book. Three levels, plus an independent linear-algebra track. See Part I overview.

0.1Level 1 — Foundations (interleaved probability ↔ statistics)

0.2Level 2 — Distributions (probability deep dive)

0.3Level 3 — Inference (statistics deep dive)

0.4Linear Algebra (independent track)


Part II — Signals and Measurement

How a continuous physical scene becomes a finite grid of pixel numbers.


Part III — Why Raw Signals Fail

What pixels alone can and cannot tell you, and why we need higher-level representations.


Part IV — Learning from Signals

From convolutions to trained networks.


Part V — Attention and Beyond

Self-attention, vision transformers, and multimodal models.


Start → Chapter 0 — From Measurements to Meaning