What is the difference between an LP problem having no feasible solution and one having an unbounded objective value?
Welcome!
This community is for professionals and enthusiasts of our products and services.
Share and discuss the best content and new marketing ideas, build your professional profile and become a better marketer together.
This question has been flagged
1
Reply
22
Views
An LP (Linear Programming) problem with no feasible solution has an empty feasible region where no points satisfy all constraints, whereas an unbounded problem has a valid, infinitely extending feasible region where the objective value can improve forever without limit.
Enjoying the discussion? Don't just read, join in!
Create an account today to enjoy exclusive features and engage with our awesome community!
Sign up