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Mathematical Optimization in Python :Using PuLP, Python-MIP

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  • 1. Introduction.mp4
    02:38
  • 2. What is Mathematical Optimization.mp4
    04:10
  • 3. PuLP and Python-MIP.mp4
    05:46
  • 1. Installing Python.mp4
    03:22
  • 2. Installing Visual Studio Code.mp4
    02:33
  • 3. Installing VScode Extension.mp4
    02:35
  • 4. How to create virtual env.mp4
    02:45
  • 1. Basic Syntax of PuLP.mp4
    05:44
  • 2. System of Linear Equations.mp4
    05:40
  • 3. Simplifying previous code.mp4
    03:29
  • 4. Production Planning Optimization.mp4
    09:09
  • 5. Production Planning Optimization.mp4
    10:26
  • 6. Production Planning Optimization with Integer Constraints.mp4
    05:45
  • 7. Quick Guide to List Comprehensions Reference.mp4
    02:54
  • 8. Introduction to the Knapsack Problem.mp4
    01:33
  • 9. Knapsack Optimization Using lpSum.mp4
    10:40
  • 10. Knapsack Optimization Using lpDot.mp4
    03:55
  • 11. Quick Guide to Dictionary Reference.mp4
    06:39
  • 12. Knapsack Problem with Larger Datasets.mp4
    17:33
  • 13. Overview of the Traveling Salesman Problem TSP.mp4
    08:31
  • 14. Solving Traveling Salesman Problem.mp4
    09:01
  • 15. Solving Traveling Salesman Problem.mp4
    13:33
  • 16. Solving Traveling Salesman Problem.mp4
    07:54
  • 1. PuLP vs. Python-MIP.mp4
    02:03
  • 2. Syntax Differences Between PuLP and Python-MIP.mp4
    03:34
  • 3. System of Linear Equations.mp4
    02:09
  • 4. Production Planning Optimization .mp4
    07:50
  • 5. Production Planning Optimization.mp4
    08:35
  • 6. Production Planning Optimization with Integer Constraints.mp4
    03:33
  • 7. Knapsack Optimization.mp4
    07:27
  • 8. Knapsack Problem with Larger Datasets.mp4
    07:55
  • 9. Traveling Salesman Problem.mp4
    08:27
  • Description


    A Practical Approach to Solving Optimization Problems: Learn PuLP and Python-MIP Syntax and Features

    What You'll Learn?


    • Basic Usage of Python Libraries such as PuLP and Python-MIP
    • Differences and Features of PuLP and Python-MIP
    • Fundamentals of Mathematical Optimization including Linear Programming and its Applications
    • Classic Problems and Solutions in Mathematical Optimization: Production Planning, Knapsack Problem and Traveling Salesman Problem (TSP)

    Who is this for?


  • Individuals eager to gain expertise in leveraging Mathematical Optimization, including Linear Programming, for practical business applications
  • Those striving to attain proficiency in the fundamental usage of Python libraries like PuLP and python-mip
  • What You Need to Know?


  • How to use list and dictionary types in Python (not necessarily required)
  • More details


    Description

    Advanced optimization techniques are essential for finding optimal solutions to the increasingly complex operational and long-term planning tasks companies face today. With information changing rapidly, decision-making has become a challenging task. Therefore, professionals in this field are among the most valued in the market.

    In this course, you will learn the necessary skills to solve problems by applying Mathematical Optimization using Linear Programming (LP). We will focus on two powerful Python libraries: PuLP and Python-MIP.

    What You'll Learn:

    • Introduction to Mathematical Optimization

    • Using PuLP and Python-MIP for optimization problems

    • Differences and features of PuLP and Python-MIP

    • Practical applications through various problems:

      • The Knapsack Problem

      • The Traveling Salesman Problem (TSP)

      • Production Planning Optimization

    The following solvers and frameworks will be explored:

    • Solvers: CBC (default solver for both PuLP and Python-MIP)

    • Frameworks: PuLP and Python-MIP


    The classes use examples created step by step, so we will build the algorithms together. This hands-on approach ensures you can follow along and understand the process of creating and solving optimization models.

    ems. We will also provide an introduction to mathematical modeling, so you can start solving your problems immediately.

    I hope this course can help you in your career.

    Enroll now and start your journey to mastering optimization with Python!

    Who this course is for:

    • Individuals eager to gain expertise in leveraging Mathematical Optimization, including Linear Programming, for practical business applications
    • Those striving to attain proficiency in the fundamental usage of Python libraries like PuLP and python-mip

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    Students take courses primarily to improve job-related skills.Some courses generate credit toward technical certification. Udemy has made a special effort to attract corporate trainers seeking to create coursework for employees of their company.
    • language english
    • Training sessions 32
    • duration 3:17:48
    • Release Date 2024/10/30