1.

1 pointIn univariate unconstrained optimization the decision variables can be​ContinuousIntegralContinuous or IntegralNot defined

Answer»

In uni-variate UNCONSTRAINED optimization the decision variables can be​  continuous which means that the functions are SMOOTH and exist continuously.

Option (A) is correct.

Step-by-step explanation:

In uni-variate unconstrained optimization the decision variables can be​

(A) Continuous

(B) Integral

(C) Continuous or Integral

(D) Not defined

In univariate unconstrained optimization the decision variables can be​  continuous which means that the functions are smooth and exist continuously.



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