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1 pointIn univariate unconstrained optimization the decision variables can beContinuousIntegralContinuous 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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