Generic Engine for Multi-disciplinary Scenarios, Exploration and Optimization. This is a MIRROR of our gitlab repository, the development activity and support happen over there.
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Updated
Jun 3, 2026 - Python
Generic Engine for Multi-disciplinary Scenarios, Exploration and Optimization. This is a MIRROR of our gitlab repository, the development activity and support happen over there.
The goal of the project was to design the logistic model of autonomous robots that would supply garment parts from the Cutting Dept to the Makeup Dept in the shortest time possible and using the most optimized path.
solver for parallel noisy global black-box optimization -- this is currently work in progress
Optimal Trajectory Generation in the Duckietown Environment
Combinatorial Optimization problems with quickly good solving.
Unlimited async operation with python
Linear Programming Problem Solver
This code has been used in the paper titled: "How Do Machine Learning Models Perform in Predicting the Solution Time for Optimization Problems? Case of Job Shop Scheduling Problem"
This is Optimized version of Sieve of Eratosthenes to find first N prime number.
TSP Optimization at asymetric problem
Given an opponents Pokemon team, this will return the Pokemon most likely to beat the opponenet team in battle.
Multi-Objective Optimization of 3 output functions based on 5 input variables using epsilon-constraint method in Pyomo. [developed using ChatGPT July 20 Version]
A platform that reduces prompt engineering effort and improves LLM output control using feedback🔁, reinforcement learning and constraint retention
A high-performance implementation of a GPT-2 architecture optimized for emergent storytelling. Trained on the TinyStories dataset, this project focuses on achieving linguistic coherence and narrative logic in small-scale language models (85M-120M parameters) through strategic data engineering and hardware-aware optimization.
A Python library for solving Markov Decision Processes (MDPs).
This repository contains the official implementation, experiments, and results for the paper "Four New Multi-Phase Hybrid Bracketing Algorithms for Numerical Root Finding", published in the Journal of the Egyptian Mathematical Society (JOEM) via Springer.
A robust Python tool for controlling, calibrating, and performing parametric studies on 2D hydraulic models (SRH-2D and HEC-RAS)
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