All AMPL codes created during subject "Operational Research" at UFSJ
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Updated
Jul 11, 2024 - AMPL
All AMPL codes created during subject "Operational Research" at UFSJ
AMPL code for computing a Proper Equilibrium of a 2 players, zero-sum game in normal form. Using implementation from Miltersen, P. B., & Sørensen, T. B. (2006). Computing proper equilibria of zero-sum games.
Esercitazioni ed esami del corso di Programmazione matematica in AMPL (Sapienza)
This project focuses on building a speech recognition system for the Farsi (Persian) language using Hidden Markov Models (HMMs) and the HTK (Hidden Markov Model Toolkit) library. The goal is to recognize spoken digits (1, 2, 4, and 8) through the implemented HMM model.
The Paper Soccer Solver Program is a software tool developed to find optimal or near-optimal solutions for the game of Paper Soccer. It is designed to analyze the game state, evaluate different moves, and determine the best possible moves to achieve a specific objective, such as reaching the goal or maximizing the score.
Some exercises I did to prepare my exam of Operational Research at University of Milan
Implementiation of the primal and dual quadratic formulations of the support vector machine classifier in AMPL
An academic project for the Logistics course (a. y. 2021/2022)
Modello in IBM OPL CPLEX per la risoluzione del problema di network design.
A repository for showcasing my knowledge of the AMPL programming language, and continuing to learn the language
The AMPL Programming language IDE submodule for SNU Programming Tools (2D Mode)
A nonlinear optimization project concerned with maximising revenues for a production plan, subject to nonlinear constraints, for a hypothetical oil refinery seeking to optimise final revenue.
A project in maximising the launch height of a rocket using AMPL mathematical modelling software, by means of modelling this an a non-linear optimization problem and employing a variety of solvers to generate solutions. We then discuss the sensibility of the solutions generated in the report.
Mathematical Model used for the rebalancing problem in bike-sharing system
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