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Reviewer 1
============================================================================
Reviewer's Scores
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         Originality of Concept: Good
      Relevance of Applications: Fair
            Technical Soundness: Good
        Thoroughness of Results: Good
          Importance of Results: Good
        Clarity of Presentation: Good
                 Recommendation: Accept
----------------------------------------------------------------------------
Detailed Comments
----------------------------------------------------------------------------
GP surrogate model is adopted to reduce warpage of injection molding parts. Theoretical analysis and experiment results show that the optimization method is efficient for reducing warpage. The paper is clear and organized well.
============================================================================
Reviewer 2
============================================================================
Reviewer's Scores
----------------------------------------------------------------------------
         Originality of Concept: Very Good
      Relevance of Applications: Very Good
            Technical Soundness: Good
        Thoroughness of Results: Good
          Importance of Results: Good
        Clarity of Presentation: Good
                 Recommendation: Definitely Accept
----------------------------------------------------------------------------
Detailed Comments
----------------------------------------------------------------------------
In this paper, an adaptive optimization method using Gaussian process surrogate model is developed to minimize warpage of injection molding parts. An enhanced probability improvement selection criterion is proposed based on Gaussian process surrogate model. Under the new criterion, the surrogate model can find the global optima faster. The simulation results show the efficiency of this method. The paper is well organized and the result is interesting.
The author name of Ref. [11] is not correct.
============================================================================
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