H.264 sequence param parser (sps) written in pure C with no dependencies

• UpdatedSep 9, 2024
• C

Encode Decode Step by Step is an open-source educational application designed to simplify bitwise file encodings. It integrates six encoding algorithms: Delta, Unary, Elias-Gamma, Fibonacci, Golomb, and Huffman - through a user-friendly graphical interface. Ideal for educational use, this tool offers a hands-on approach to teach encoding strategies

• UpdatedJun 22, 2024
• Java

H.264 data streams are tricky to interpret. This Javascript package helps.

• UpdatedMar 5, 2023
• JavaScript

Here are a few smaller projects that demonstrate the compression of texts. Starting with the Huffman Code and the Exponential Golomb Code (exp-golomb).

• UpdatedJan 23, 2025
• C#

Studying the efficiency of Golomb Coding for geometric distribution.

• UpdatedDec 16, 2020
• MATLAB

Fractal design with Golomb rulers

• UpdatedMar 9, 2025
• Python

This project implements Constraint Satisfaction Problem (CSPs). Plain Backtracking, Backtracking + Forward Checking are used to solve CSPs.

• UpdatedNov 6, 2017
• Python

Golomb coding is a lossless data compression method using a family of data compression codes. Alphabets following a geometric distribution will have a Golomb code as an optimal prefix code, making Golomb coding highly suitable for situations in which the occurrence of small values in the input stream is significantly more likely than large values.

• UpdatedSep 30, 2020
• Python

Instantaneous codes example

• UpdatedAug 17, 2022
• Rust

This repository contains programs that generate Costas arrays using the fundamental algebraic methods such as Welch, Lempel, Golomb, and their variations.

• UpdatedSep 20, 2024
• C++

ts解析

• UpdatedSep 9, 2017
• Go

Codec with noise treatment

• UpdatedOct 6, 2021
• Java

Problems solved through tabulation and memoization techniques

• UpdatedJul 1, 2019
• Python

Golomb-Rice and Exponental-Golomb aigorithm learning and implementation

• UpdatedJul 28, 2017
• C

This project implements Constraint Satisfaction Problem (CSPs). Plain Backtracking, Backtracking + Forward Checking are used to solve CSPs.

• UpdatedNov 6, 2017
• Python