Uses of Interface
iaik.security.ec.math.field.ExtensionField

Packages that use ExtensionField

Package	Description
iaik.security.ec.math.curve
iaik.security.ec.math.field

Uses of ExtensionField in iaik.security.ec.math.curve

Methods in iaik.security.ec.math.curve that return ExtensionField

Modifier and Type	Method and Description
ExtensionField	Pairing.getTargetGroup() Get target group.

Uses of ExtensionField in iaik.security.ec.math.field

Classes in iaik.security.ec.math.field that implement ExtensionField

Modifier and Type	Class and Description
class	QuadraticExtensionField Implements quadratic extension fields of prime fields.
class	SexticOverQuadraticTowerExtensionField This class implements Fp12 as sextic extension over a quadratic extension of the prime field.

Methods in iaik.security.ec.math.field that return ExtensionField

Modifier and Type	Method and Description
static ExtensionField	ExtensionFieldFactory.getField(AbstractPrimeField field, int extensionDegree) Construct an extension field of the desired extension degree over a given prime field.
static ExtensionField	ExtensionFieldFactory.getField(ExtensionField field, ExtensionFieldElement nonResidue, int extensionDegree) Construct an extension field of the desired extension degree over a given extension field.
static ExtensionField	ExtensionFieldFactory.getField(ExtensionField field, int extensionDegree) Construct an extension field of the desired extension degree over a given extension field.
ExtensionField	ExtensionField.getSubField() Returns null if the subfield equals the base field, and the subfield otherwise.

Methods in iaik.security.ec.math.field with parameters of type ExtensionField

Modifier and Type	Method and Description
static ExtensionField	ExtensionFieldFactory.getField(ExtensionField field, ExtensionFieldElement nonResidue, int extensionDegree) Construct an extension field of the desired extension degree over a given extension field.
static ExtensionField	ExtensionFieldFactory.getField(ExtensionField field, int extensionDegree) Construct an extension field of the desired extension degree over a given extension field.