📋 Changes in this PR: Equalities, Inequalities and Minimizers, Complex Numbers, Polynomials, Exponentials and Logarithms, Convexity, Infimum and Sums, Trigonometry, Algebra, Derivatives and Taylor Series, Double Integrals and Fubini’s Theorem, Integrals and the Fundamental Theorem of Calculus, Calculus, Dependency Tree, Expressions and Algorithms, Functions, Growth Rates, Math for Data Science, Indicator Functions, Induction and Recursion, Complex Vectors and Matrices, Diagonalization and Cholesky, Direct Sums and Orthogonal Complements, Inner Products and Orthogonality, Matrices, Projections and Linear Systems, Column Space, Null Space and Rank-Nullity, Special Matrices and Decompositions, Subspaces and Rank, Vectors, Linear Algebra, Additivity, Measurable Functions and Integrals, \(L^p\) Spaces, Measures and Probability Measures, Product Measures, Sigma-Algebras, Measures, Notation, Number Systems, Quadratic Minimization under Linear Constraints, Convexity in Several Variables, Critical Points and Optimality Conditions, Gradient Descent, Newton’s Method, Quasi-Newton Methods, Optimization, Proof Writing, Relations, Sets and Functions, Sets, Vector Calculus
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Dependency Tree

How to read the tree

Every definition and theorem in these notes is one box, colored by kind. A box sits below each definition and theorem it uses, so the ones that use no others are at the top. Hover over a box to see its name, and click it to open its page.