Mathematics Behind Simplex Method |Part 3| Convex Sets, Convex Hull

Поделиться
HTML-код
  • Опубликовано: 4 фев 2025

Комментарии • 9

  • @ourmathematicaluniverse
    @ourmathematicaluniverse 3 года назад +6

    Thank you so much ma'am. I am from HINDU COLLEGE, UNIVERSITY OF DELHI but ma'am my professor didn't teach OPERATIONS RESEARCH this beautifully.

    • @MathPod
      @MathPod  3 года назад +2

      I am happy to learn that you appreciate this video. Keep learning to know more and more about Mathematics. Stay connected.

    • @brunorafael6497
      @brunorafael6497 2 года назад +3

      I am from Brazil and i can say the same thing. Usually the professor just ignores the theory and then the we can't see the beauty behind all.

  • @girikgarg8
    @girikgarg8 2 года назад

    Nicely explained ma'am

  • @nazirahamad6031
    @nazirahamad6031 2 года назад

    Excellent

  • @ameyakaranjkar9359
    @ameyakaranjkar9359 4 года назад

    Hi, What happens when S is an infinite set (ex R^n)? Do we say that the convex set does not exist in such a case?

    • @ameyakaranjkar9359
      @ameyakaranjkar9359 4 года назад

      Sorry I meant convex hull and not convex set.

    • @MathPod
      @MathPod  4 года назад +1

      Convex set is generated from a finite set of vertices. As a conceptual thing, if you want to consider R`n then points/ lines everything generated from points lies in R'n only.
      In literature, simplex a shape, which is solid from inside.

    • @MathPod
      @MathPod  4 года назад +1

      Convex hull is smallest convex set, that cover a finite set.