Chapter 13: Numerical Problems
This generated chapter is split into sections because the merged source exceeds the public reference threshold.
Learning objectives
- Explain the main ideas and vocabulary in Numerical Problems.
- Work through the source examples for Numerical Problems without depending on raw chunk order.
- Use Numerical Problems as selective reference when learner modules point back to The Algorithm Design Manual.
Prerequisites
- Earlier prerequisite concepts leading into Chapter 13: Numerical Problems.
Module targets
module-04-dynamic-programming
AI companion modes
- Explain simply
- Socratic tutor
- Quiz me
- Challenge my understanding
- Diagnose my confusion
- Generate extra practice
- Revision mode
- Connect forward / backward
Source-of-truth note
This unit is anchored to The Algorithm Design Manual and the source chapter "Chapter 13: Numerical Problems". Use external resources only to clarify, extend, or modernize details without replacing the chapter's conceptual spine.
External enrichment
No chapter-specific enrichment resources are curated yet. Add them in the unit manifest when a source clearly improves learning.
Source provenance
- Primary source:
The Algorithm Design Manual - Source chapter 13: Chapter 13: Numerical Problems
- Raw source file:
152-13-numerical-problems.md - Raw source file:
153-13-1-solving-linear-equations.md - Raw source file:
154-13-2-bandwidth-reduction.md - Raw source file:
155-13-3-matrix-multiplication.md - Raw source file:
156-13-4-determinants-and-permanents.md - Raw source file:
157-13-5-constrained-and-unconstrained-optimization.md - Raw source file:
158-13-5-constrained-and-unconstrained-optimization-part-2.md - Raw source file:
159-13-6-linear-programming.md - Raw source file:
160-13-7-random-number-generation.md - Raw source file:
161-13-8-factoring-and-primality-testing.md - Raw source file:
162-13-9-arbitrary-precision-arithmetic.md - Raw source file:
163-13-10-knapsack-problem.md - Raw source file:
164-13-11-discrete-fourier-transform.md
Sections
- No section routes are currently published for this chapter.