{"action":"created","comment":{"url":"https://api.github.com/repos/idaholab/moose/pulls/comments/93076854","pull_request_review_id":13598334,"id":93076854,"diff_hunk":"@@ -21,37 +21,84 @@\n \n using libMesh::Real;\n \n+/**\n+ * This class interpolates values given a set of data pairs and an abscissa.\n+ * The interpolation is cubic with at least C1 continuity; C2 continuity can\n+ * be violated in favor of ensuring the interpolation is monotonic.\n+ * The algorithm used is laid out in Fritsch and Carlson, SIAM J. Numer. Anal.\n+ * Vol. 17(2) April 1980\n+ */\n class MonotoneCubicInterpolation\n {\n public:\n+  /// Empty constructor\n   MonotoneCubicInterpolation();\n+\n+  /* Constructor, Takes two vectors of points for which to apply the fit.  One\n+   * should be of the independent variable while the other should be of the\n+   * dependent variable. These values should have a one-to-one correspondence,\n+   * e.g. the vectors must be of the same size.\n+   */\n   MonotoneCubicInterpolation(const std::vector<Real> & x, const std::vector<Real> & y);\n \n   virtual ~MonotoneCubicInterpolation() = default;\n \n+  /* Method generally used when MonotoneCubicInterpolation object was 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