Determining the Relationships between Predication Judgments Using Theory of the Relations of Florea Țuțugan
Determining the Relationships between Predication Judgments Using Theory of the Relations of Florea Țuțugan

Summary/Abstract: The paper presents the relationships between the predication judgments, starting from the unique and well-determinate relations that can exist between the two terms of a judgment. These relations are of identity, contradiction, subordination, contrariety, subcontrariety, superordination and crossing. For determining these relationships, the disjunctions of unique and well-determinate relations that represent every universal or particular judgment were established. It emerges from the study that universal judgments are represented by disjunctions of two unique relations, being double indeterminate. On the other hand, particular judgments are represented by disjunctions of five unique relations, thus being quintuple indeterminate. Relationships between judgments were established by comparing disjunctions.

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