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This Concept Map, created with IHMC CmapTools, has information related to: DIL vector types, discriminant vectors include Exclusionary discriminant vectors, Individual case description used to describe individual cases, observations, phenomena, Types of DIL feature vectors includes Identity vectors, Types of DIL feature vectors includes Individual case description, describe aggregates, collections or associations of objects, entities, situations, etc. has formula Generalization-XX+XY = combine(feature-vector-XX, feature-vector-XY), discriminant vectors include Inclusionary discriminant vectors, Types of DIL feature vectors includes difference vectors, Types of DIL feature vectors includes discriminant vectors, Identity vectors used to facilitate the comparison of two vectors. An identity vector is derived from the comparison of any feature vector with itself., the negation of an identity-vector. A difference-vector is derived from the contrast of any feature vector with itself has formula Difference-vector = contrast(feature-vector-XX, feature-vector-XX), Types of DIL feature vectors includes Generalization descriptions, Exclusionary discriminant vectors has formula Exclusionary-discriminant-vector = compare(combine(case-list), difference-vector)), Inclusionary discriminant vectors has formula Inclusionary-discriminant-vector = compare(combine(case-list), identity vector), Generalization descriptions used to describe aggregates, collections or associations of objects, entities, situations, etc., difference vectors is the negation of an identity-vector. A difference-vector is derived from the contrast of any feature vector with itself, facilitate the comparison of two vectors. An identity vector is derived from the comparison of any feature vector with itself. has formula Identity-vector = compare(feature-vector-XX, feature-vector-XX)