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Statements

Subject Item
dbr:Monotone_cubic_interpolation
rdfs:label
Monotone cubic interpolation
rdfs:comment
In the mathematical field of numerical analysis, monotone cubic interpolation is a variant of cubic interpolation that preserves monotonicity of the data set being interpolated. Monotonicity is preserved by linear interpolation but not guaranteed by cubic interpolation.
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dbc:Splines_(mathematics) dbc:Interpolation dbc:Articles_with_example_JavaScript_code
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n7:Monotone_cubic_interpolation?oldid=950478742&ns=0
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dbc:Interpolation dbc:Articles_with_example_JavaScript_code dbr:SIAM_Journal_on_Numerical_Analysis dbr:Numerical_analysis dbc:Splines_(mathematics) dbr:Monotonic_function dbr:Mathematics dbr:Data_set dbr:Cubic_Hermite_spline dbr:Secant_line dbr:JavaScript dbr:GNU_General_Public_License dbr:Overshoot_(signal) dbr:Linear_interpolation dbr:C++ dbr:Quintic_function dbr:Mathematics_of_Computation n15:MonotCubInt.png
dbo:abstract
In the mathematical field of numerical analysis, monotone cubic interpolation is a variant of cubic interpolation that preserves monotonicity of the data set being interpolated. Monotonicity is preserved by linear interpolation but not guaranteed by cubic interpolation.
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n7:Monotone_cubic_interpolation