Package | Description |
---|---|
pal.math |
Modifier and Type | Class and Description |
---|---|
class |
LineFunction
converts a multivariate function into a univariate function
|
class |
OrthogonalLineFunction
converts a multivariate function into a univariate function
by keeping all but one argument constant
|
Modifier and Type | Method and Description |
---|---|
double |
UnivariateMinimum.findMinimum(double x,
UnivariateFunction f)
Find minimum
(first estimate given)
|
double |
UnivariateMinimum.findMinimum(double x,
UnivariateFunction f,
int fracDigits)
Find minimum
(first estimate given, desired number of fractional digits specified)
|
double |
UnivariateMinimum.findMinimum(UnivariateFunction f)
Find minimum
(no first estimate given)
|
double |
UnivariateMinimum.findMinimum(UnivariateFunction f,
int fracDigits)
Find minimum
(no first estimate given, desired number of fractional digits specified)
|
static double |
NumericalDerivative.firstDerivative(UnivariateFunction f,
double x)
determine first derivative
|
double |
UnivariateMinimum.optimize(double x,
UnivariateFunction f,
double tol)
The actual optimization routine (Brent's golden section method)
|
double |
UnivariateMinimum.optimize(UnivariateFunction f,
double tol)
The actual optimization routine (Brent's golden section method)
|
static double |
NumericalDerivative.secondDerivative(UnivariateFunction f,
double x)
determine second derivative
|
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