I need at least 500 words Initial Post. 250 words for each question. No Plagiarism. Due in 12 hours. I will also attached the replies of other students once they are available. I need 0.5 page for each reply.
Write a minimum of 250 words for each of the discussion questions below: A quadratic programming model is an optimization model with n decision variables and m linear constraints, and of the form:
Minimize Z = (1/2) xT Q x + CT x
Subject to: A x ≥ b
x ≥ 0
where x is the n by 1 column vector of decision variables and xT is its transpose, Q is an n by n symmetric matrix of objective parameters, C is an n by 1 vector of additional objective parameters, A is an m by n matrix of constraints parameters, and b is a m by 1 vector of constraints right hand side.
In your two replies to classmates describe instances, scenarios and conditions under which their quadratic programming model example may not have (i) a feasible solution; (ii) a unique solution.
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