Multiple Object Tracker, Based on Hungarian algorithm + Kalman filter.

Computer vision based vehicle detection and tracking using Tensorflow Object Detection API and Kalman-filtering

Benchmarking Linear Assignment Problem Solvers

The Hungarian(Kuhn-Munkres) algorithm for Julia

combine state of art deep neural network based detectors with most efficient trackers to solve motion based multiple objects tracking problems

A Java implementation of the Kuhn–Munkres assignment algorithm (Hungarian Algorithm)

Library for tracking-by-detection multi object tracking implemented in python

Kuhn-Munkres (Hungarian) Algorithm in C++

Python program to solve the assignment problem using Hungarian method

A simple particle tracking algorithm for MATLAB that can deal with gaps.

detect face using MTCNN and tracking face with KCF/Kalman Filter. The assignment problem solved by Hungarian.

A Go implementation of the Hungarian algorithm

Munkres algorithm for the assignment problem.

An implementation of the Hungarian Algorithm in C++

A Ruby gem that implements the Hungarian Algorithm in C

Hungarian Algorithm implementation in Ada

Matches JSON-keys and values best effort using translations, synonyms and Levenshtein distance. Also provides value and unit conversion of the associated JSON-values. Part of a Seminar Thesis at the Institute of Enterprise Systems at the University of Mannheim.

Very simple implementation of the Hungarian Method for solving an asignation problem coded in R language.

Hungarian Algorithm

(Kuhn-Munkres) numpy implementation, rectangular matrix is supported (|X| <= |Y|). 100x100000 in 0.153 s.

Implementation of Murty's algorithm for k-best assignments

Hungarian Algorithm realisation in Matlab

This project uses Qt framework and Opencv library

A python program to solve assignment problem by the Kuhn–Munkres algorithm (The Hungarian Method).

KM assignment problem, recursive/nonrecursive implementation

Python implementation of an approximate Euclidean bipartite matching algorithm proposed by a 2004 paper "A Near-Linear Constant-Factor Approximation for Euclidean Bipartite Matching?" by Pankaj Agarwal and Kasturi Varadarajan.

Test program to fix a scrambled video sequence

The Hungarian Algorithm for an Assignment Problem.