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    Operations Research & Optimization Projects With Julia

    Posted By: ELK1nG
    Operations Research & Optimization Projects With Julia

    Operations Research & Optimization Projects With Julia
    Published 2/2025
    MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
    Language: English | Size: 2.95 GB | Duration: 8h 5m

    Operations Research & Optimization Projects with Julia – Real-World Applications, Mathematical Models

    What you'll learn

    nderstand fundamental optimization techniques, including Linear Programming (LP), Integer Programming (IP), and Nonlinear Programming

    Develop practical coding skills by implementing optimization algorithms in Python, Julia, MATLAB, and R to solve complex decision-making problems

    Explore and apply metaheuristic optimization methods such as Particle Swarm Optimization (PSO), Simulated Annealing, and Ant Colony Optimization

    Integrate optimization techniques with machine learning and stochastic methods to enhance decision-making processes in industries such as finance, logistics

    Requirements

    A basic understanding of programming concepts will be helpful but is not required.

    Familiarity with basic mathematics and linear algebra will make it easier to grasp optimization concepts, but I will explain everything in a way that is accessible to all learners.

    No prior knowledge of optimization is necessary—you’ll learn everything step by step.

    Description

    Operations Research (OR) and Optimization are fundamental in solving real-world problems across industries. From logistics and finance to artificial intelligence and system simulation, these techniques help organizations make better decisions, reduce costs, and improve efficiency.This course is designed to give you practical expertise in OR and optimization, focusing on real-world applications rather than just theory. You’ll start with the fundamentals—what optimization is, how it connects to Operations Research, and its role in industries. Then, we’ll move into more advanced topics, covering Integer Programming, Nonlinear Programming, and Mixed-Integer Nonlinear Programming (MINLP).The course includes hands-on projects where we solve practical problems such as the Traveling Salesman Problem (TSP), Portfolio Optimization, Warehouse Simulation, Job Shop Scheduling, and the Capacitated Vehicle Routing Problem (CVRP). You will learn to implement these solutions in Julia, using mathematical models and optimization techniques that apply to real-world decision-making scenarios.Additionally, we will cover stochastic optimization, prescriptive analytics, and machine learning-based optimization. By the end of this course, you’ll be equipped to tackle large-scale, complex optimization problems using Operations Research techniques.More lessons will be added to expand the scope of this course, covering even more real-world optimization challenges.Enroll now and start solving real-world problems with Operations Research and Optimization!

    Overview

    Section 1: Introduction

    Lecture 1 Introduction

    Lecture 2 Guide For This Course

    Section 2: Operations Research & Optimization

    Lecture 3 What is Optimization?

    Lecture 4 What is Operations Research?

    Section 3: Software & Tools

    Lecture 5 Cplex, Gurobi, Xpress and More

    Lecture 6 What's Solver?

    Lecture 7 Nextmv

    Lecture 8 Timefold.ai

    Lecture 9 Hexaly

    Lecture 10 Hexaly - Website Tour

    Lecture 11 COIN-OR

    Lecture 12 OMLT

    Section 4: SAP & Optimization

    Lecture 13 ERP & OR

    Section 5: Optimization For Data Science

    Lecture 14 Optimization & Data Science

    Section 6: The Interplay between Operations Research and Machine Learning

    Lecture 15 Operations Research & Machine Learning

    Section 7: Operations Research & Management Science

    Lecture 16 OR & MS

    Section 8: Operations Research & System Simulation

    Lecture 17 OR & Simulation

    Section 9: Real Life Application of Math in Operations Research

    Lecture 18 OR in Real Life

    Section 10: Integer Programming

    Lecture 19 Branch and Bound | Intro

    Lecture 20 Branch and Bound | Diagram

    Lecture 21 Branch and Bound | Knapsack

    Lecture 22 Branch and Bound | Production Planning

    Section 11: Nonlinear Programming

    Lecture 23 Intro

    Lecture 24 Karush-Kuhn-Tucker (KKT) Conditions

    Section 12: Inventory Routing Problem

    Lecture 25 IRP with Julia

    Section 13: Capacitated Facility Location Problem (CFLP)

    Lecture 26 Project

    Section 14: Transportation Problem

    Lecture 27 Project

    Section 15: Traveling Salesman Problem with Julia

    Lecture 28 Simulated Annealing

    Section 16: Jop Shop Scheduling

    Lecture 29 Optimization

    Section 17: Robust Optimization

    Lecture 30 Portfolio Management

    Section 18: Mixed-Integer Nonlinear Programming (MINLP)

    Lecture 31 Multi-period Portfolio Optimization

    Section 19: Capacitated Vehicle Routing Problem (CVRP)

    Lecture 32 CVRP Optimization

    Section 20: Optimization for Machine Learning and Data Analytics

    Lecture 33 ADAGrad

    Lecture 34 Gradient Descent Optimization

    Lecture 35 RMSProp

    Section 21: Large-Scale Optimization

    Lecture 36 Bender's Decomposition

    Section 22: Simulation with Julia

    Lecture 37 Warehouse Simulation

    Lecture 38 Warehouse Simulation Part 2

    Section 23: Sequential Decision Making

    Lecture 39 Inventory Management

    Section 24: Additional Content

    Lecture 40 Prescriptive Analytics

    Lecture 41 Stochastic Optimization

    Lecture 42 Bayesian Optimization

    Lecture 43 Teaching Learning Based Optimization

    Lecture 44 Convex Optimization

    Lecture 45 Grey Wolf Optimizer

    Lecture 46 Adaptive Optimization

    Lecture 47 Whale Optimization Algorithm

    Lecture 48 Chance Constrained Optimization

    Lecture 49 Surrogate Optimization

    Section 25: Book List

    Lecture 50 Optimization Related Books

    This course is designed for engineers, data scientists, researchers, and business analysts who want to apply optimization techniques to real-world problems.