C# Class SharpVectors.Polynomials.Polynomial

Summary description for Polynomial.
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Méthodes publiques

Méthode Description
Evaluate ( double t ) : double

Evaluate
Interpolate ( double xs, double ys, int n, int offset, double x ) : ValueWithError

Interpolate - adapted from "Numerical Recipes in C"
Polynomial ( ) : System

Polynomial constuctor
Polynomial ( Polynomial that ) : System
Romberg ( double min, double max ) : double

Romberg - adapted from "Numerical Recipes in C"
Simpson ( double min, double max ) : double

Simspon - adapted from "Numerical Recipes in C"
this ( int index ) : double

Méthodes protégées

Méthode Description
trapezoid ( double min, double max, int n ) : double

trapezoid - adapted from "Numerical Recipes in C"

Method Details

Evaluate() public méthode

Evaluate
public Evaluate ( double t ) : double
t double
Résultat double

Interpolate() public static méthode

Interpolate - adapted from "Numerical Recipes in C"
public static Interpolate ( double xs, double ys, int n, int offset, double x ) : ValueWithError
xs double
ys double
n int
offset int
x double
Résultat ValueWithError

Polynomial() public méthode

Polynomial constuctor
public Polynomial ( ) : System
Résultat System

Polynomial() public méthode

public Polynomial ( Polynomial that ) : System
that Polynomial
Résultat System

Romberg() public méthode

Romberg - adapted from "Numerical Recipes in C"
public Romberg ( double min, double max ) : double
min double
max double
Résultat double

Simpson() public méthode

Simspon - adapted from "Numerical Recipes in C"
public Simpson ( double min, double max ) : double
min double
max double
Résultat double

this() public méthode

public this ( int index ) : double
index int
Résultat double

trapezoid() protected méthode

trapezoid - adapted from "Numerical Recipes in C"
protected trapezoid ( double min, double max, int n ) : double
min double
max double
n int
Résultat double