Uses of Class
org.tweetyproject.math.algebra.Semiring

Packages that use Semiring

Package	Description
org.tweetyproject.arg.weighted.syntax
org.tweetyproject.arg.weighted.util
org.tweetyproject.math.algebra

Uses of Semiring in org.tweetyproject.arg.weighted.syntax

Methods in org.tweetyproject.arg.weighted.syntax that return Semiring

Modifier and Type	Method	Description
Semiring<T>	WeightedArgumentationFramework.getSemiring()	Retrieves the semiring used in the framework.

Constructors in org.tweetyproject.arg.weighted.syntax with parameters of type Semiring

Modifier	Constructor	Description
	WeightedArgumentationFramework(Semiring<T> semiring)	Constructor for WAF with specific Semiring
	WeightedArgumentationFramework(Semiring<T> semiring, Graph<Argument> graph)	Constructor for WAF from a graph with a specific Semiring.
	WeightedArgumentationFramework(Semiring<T> semiring, Graph<Argument> graph, Map<String,T> weightMap)	Constructs a Weighted Argumentation Framework using the specified semiring, graph, and weight map.

Uses of Semiring in org.tweetyproject.arg.weighted.util

Constructors in org.tweetyproject.arg.weighted.util with parameters of type Semiring

Modifier	Constructor	Description
	WeightedSemiringDungTheoryGenerator(DungTheoryGenerator generator, Semiring<T> semiring)	Constructs a WeightedSemiringDungTheoryGenerator with the specified DungTheoryGenerator and Semiring.

Uses of Semiring in org.tweetyproject.math.algebra

Subclasses of Semiring in org.tweetyproject.math.algebra

Modifier and Type	Class	Description
class	BooleanSemiring	This class represents a Boolean semiring.
class	BottleneckSemiring	This class represents a Bottleneck Semiring.
class	FuzzySemiring	This class represents a Fuzzy Semiring, where elements are interpreted as degrees of truth in the range [0.0, 1.0].The multiplication operation corresponds to finding the minimum of two weights, while the addition operation corresponds to finding the maximum, 0.0 represents the additive identity, and 1.0 represents the multiplicative identity.
class	NonNumericSemiring	This class represents an example for a non numeric semiring.
class	ProbabilisticSemiring	This class represents a probabilistic (Viterbi) Semiring, where elements range between [0.0, 1.0].The addition operation corresponds to finding the maximum, 0.0 represents the additive identity, and 1.0 represents the multiplicative identity.
class	WeightedSemiring	This class represents a Weighted Semiring, where elements are interpreted as weights or costs.