Zeta

java.lang.Object

rocks.palaiologos.maja.Zeta

class Zeta extends Object

Field Summary

Fields

Modifier and Type

Field

Description

private static final double[]

zetBernCoefs
Constructor Summary

Constructors

Modifier

Constructor

Description

private

Zeta()
Method Summary

Modifier and Type

Method

Description

private static double

__riemann_zeta_glob(double __s)

private static Complex

__riemann_zeta_glob(Complex __s)

private static double

__riemann_zeta_product(double __s)

private static Complex

__riemann_zeta_product(Complex __s)

private static double

aj(double z, double s, double v, int j)

static double

hurwitz_zeta(double x, double a)

static Complex

hurwitz_zeta(Complex s, Complex a)

private static boolean

isnpint(Complex a)

static double

lerch_phi(double z, double s, double a)

static Complex

lerch_phi(Complex z, Complex s, Complex a)

private static double

lerchphiGeneral(double z, double s, double v)

private static Complex

recipGammaNoPole(Complex z)

static double

riemann_zeta(double s)

static Complex

riemann_zeta(Complex s)

Methods inherited from class java.lang.Object
clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

Field Details
- zetBernCoefs
  
  private static final double[] zetBernCoefs
Constructor Details
- Zeta
  
  private Zeta()
Method Details
- __riemann_zeta_glob
  
  private static double __riemann_zeta_glob(double __s)
- __riemann_zeta_product
  
  private static double __riemann_zeta_product(double __s)
- riemann_zeta
  
  public static double riemann_zeta(double s)
- hurwitz_zeta
  
  public static double hurwitz_zeta(double x, double a)
- aj
  
  private static double aj(double z, double s, double v, int j)
- lerchphiGeneral
  
  private static double lerchphiGeneral(double z, double s, double v)
- lerch_phi
  
  public static double lerch_phi(double z, double s, double a)
- isnpint
  
  private static boolean isnpint(Complex a)
- recipGammaNoPole
  
  private static Complex recipGammaNoPole(Complex z)
- lerch_phi
  
  public static Complex lerch_phi(Complex z, Complex s, Complex a)
- __riemann_zeta_glob
  
  private static Complex __riemann_zeta_glob(Complex __s)
- __riemann_zeta_product
  
  private static Complex __riemann_zeta_product(Complex __s)
- riemann_zeta
  
  public static Complex riemann_zeta(Complex s)
- hurwitz_zeta
  
  public static Complex hurwitz_zeta(Complex s, Complex a)