A short example of functional abstraction.
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SOFIA Observatory Captures Orion’s Dragon in 3-D
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2D Haar Wavelets: Part 03: From 1D to 2D with Tensor Products
2D Haar Wavelets: Part 02: Tensor Products and 2D Wavelets
2D Haar Wavelets: Part 01: 2D Step Functions
Simple Haar Wavelets: Part 07.01: Implementing In-Place Fast Inverse Haar Wavelet Transform in Java
Simple Haar Wavelets: Part 07: In-Place Fast Inverse Haar Wavelet Transform
Simple Haar Wavelets: Part 06: Ordered Fast Inverse Haar Wavelet Transform
Simple Haar Wavelets: Part 05: In-Place 1D Fast Haar Wavelet Transform
Simple Haar Wavelets: Part 4b: Ordered Fast Haar Wavelet Transform
Simple Haar Wavelets: Part 4a: Ordered Fast Haar Wavelet Transform
Simple Haar Wavelets: Part 03: Shifts & Dilations of the Basic Haar Transform
Simple Haar Wavelets: Part 02: Basic Haar Wavelet Transform
Simple Haar Wavelets: Part 01: Signal Functions, Samples, & Step Functions
Linear Programming: Part 08: Simplex Method
Linear Programming: Part 07: Simplex Method: Initial Tableau Formation, Pivots, & Pivoting
Linear Programming: Part 06: Standard Maximization Problems, Feasible Vectors, Slack Variables
Linear Programming: Part 05: Solving Problems with Unbounded Feasible Sets
Linear Programming: Part 04: Bounded & Unbounded Sets, Corner Points, and Fundamental LP Theorem
Linear Programming: Part 03: Graphing Solutions to Systems of Linear Inequalities in Two Variables
Linear Programming: Part 02: Constraints, Feasible Sets, & Objective Functions
Linear Programming: Part 01: Optimization Problems & Constraints
Triomino Tiling
Python&Perl: Fixed Points of Functions, Ith Roots of Integers, Golden Ratio as Fixed Point (Part 02)
Python&Perl: Fixed Points of Functions, Ith Roots of Integers, Golden Ratio as Fixed Point (Part 01)
Fixed Points of Functions, Ith Roots of Positive Integers, & the Golden Ratio as a Fixed Point