bede                    Bisection Extremum Distance Estimator Method
bese                    Bisection Extremum Surface Estimator Method
check_curve             Checks a curve and decides for its convexity
                        type
d2uik                   Implementation of UIK method to the
                        approximation for second order derivative of
                        data points
ede                     The Extremum Distance Estimator (EDE) for
                        finding the inflection point of a
                        convex/concave curve
edeci                   An improved version of EDE that provides us
                        with a Chebyshev confidence interval for
                        inflection point
ese                     The Extremum Surface Estimator (ESE) for
                        finding the inflection point of a
                        convex/concave curve
findipiterplot          A function to show implementation of BESE and
                        BEDE methods by plotting their iterative
                        convergence
findipl                 Finds the s-left and s-right for a given
                        internal point x[j]
findiplist              The Extremum Surface Estimator (ESE) and
                        Extremum Distance Estimator (EDE) methods for
                        finding the inflection point of a
                        convex/concave curve.
inflection-package      Finds the Inflection Point of a Curve
lin2                    Linear function defined from two planar points
                        (x1,y1) and (x2,y2)
table_01                Fisher-Pry sigmoid with total symmetry and no
                        error
table_02                Fisher-Pry sigmoid with total symmetry and
                        error ~ U(-0.5,0.05)
table_03_04             Fisher-Pry sigmoid with data left asymmetry and
                        no error
table_05_06             Fisher-Pry sigmoid with data left asymmetry and
                        no error ~ U(-0.05,0.05)
table_08_09             Gompertz non-symmetric sigmoid with no error
table_10_11             Gompertz non-symmetric sigmoid with error ~
                        U(-0.05,0.05)
table_13                A 3rd order polynomial with total symmetry and
                        no error
table_14_15             A 3rd order polynomial with total symmetry and
                        error ~ U(-2,2)
table_17_18             A 3rd order polynomial with data right symmetry
                        and no error
table_19_20             A 3rd order polynomial with data right symmetry
                        and error ~ U(-2,2)
uik                     Implementation of Unit Invariant Knee (UIK)
                        method for finding the knee point of a curve
