Question

Dual and primer are two sides comment

Answer 1

Answer:

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Explanation:

x is feasible for the primal, and y is feasible for the dual, then ... So (primal optimal) ≤ (dual optimal) (Weak Duality Theorem) ... dual constraint (evaluated at current “dual solution”) - right hand ...

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Answer 2

The following provides an explanation for the phrase "dual and primer are two sides."

• Primal is an archaic word for a projective hypersurface in mathematics, while dual refers to the idea of two notions that mirror one another.

• According to the strong duality theorem in mathematics, if there is no duality gap, the optimal value of the primal is equal to the optimal value of the dual.

• The duality principle in mathematical optimization theory includes primal issues.

• The dual theorem further asserts that the optimal values of the objective functions of the two problems are equal if either the primal or the dual has a finite optimal solution.

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