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L

label - Variable in class Abstract.Abstract_CommutativeMonoid
This field is for display purposes and contain the name of the monoid
label - Variable in class Abstract.Abstract_CommutativeSemiring
This field is for display purposes.
label - Variable in class Abstract.Abstract_Function
This field is for display purposes and contain the name of the monoid
label - Variable in class Abstract.Abstract_SetK
This field is for display purposes and contain the name of the monoid
label - Variable in class Util_Math.Variable
 
LdAndLk - Class in Util_Math
In the paper of Aji & McEliece, each local domain is associated with a local kernel.
LdAndLk() - Constructor for class Util_Math.LdAndLk
 
ListLocalDomainAndLocalKernel - Static variable in class Environment.ENVIRONMENT
This field is the list of all the local domain and local kernel
ListLocalDomainAndLocalKernel - Class in Util_Math
This class simply represent a list of all the local domains and local kernels which are part of the present problem.
ListLocalDomainAndLocalKernel() - Constructor for class Util_Math.ListLocalDomainAndLocalKernel
The contructor initialize the ArrayList
listOfResultParameter - Static variable in class Environment.ENVIRONMENT
This field contain all the parameters that lead to result.
listResults - Static variable in class Environment.ENVIRONMENT
This field is use for storing all the calculated results.
listVar - Variable in class Implemented_Function.AllenFunction
 
listVariable - Variable in class Util_Math.LocalDomain
This is an ArrayList of 'Variable' class.
listVariablesNeeded - Variable in class Abstract.Abstract_Atom
This field store all the variables that are needed for all calculations for the class that extends Abstract_Atom
LocalDomain - Class in Util_Math
In the paper of Aji & McEliece, a local domain is defined as follow : Let X1, ..., Xn be variables taking values in the finite sets A1, ..., An.
LocalDomain() - Constructor for class Util_Math.LocalDomain
The contructor initialize the ArrayList
LocalDomainExtended - Class in Util_Math
In the paper of Aji & McEliece, after the triangulation of the moral graph the next step is to form a junction tree with the cliques of the moral as vertex labels.
LocalDomainExtended() - Constructor for class Util_Math.LocalDomainExtended
The constructor which initialize all the ArrayList and set the default value to the others fields
localDomainInVertex - Variable in class Util_Graph.Vertex
In the "The Generalized Distributive Law" of Aji & McEliece the important information which is contain in a Vertex is the list of the variables
LocalKernel - Class in Util_Math
In the paper of Aji & McEliece, a local kernel is defined as follow : Let X1, ..., Xn be variables taking values in the finite sets A1, ..., An.
LocalKernel() - Constructor for class Util_Math.LocalKernel
 
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