Palabras clave
Structure Semantics. High-Order Logic. Newton Da Costa.
Cómo citar
Resumen
The present article has for objective to present an alternative
reconstruction of Concept of Structure, motivated by the articles
[1] and [3], as an abstract generalization of what is a mathematical
object. First, its construction is presented, that is related to the Type
Theory and Order in Logic. Which give us a context for properties and
several interesting examples. Secondly, we will proceed towards a concrete
semantic for analysing structures and letting us operate in them.
Thus we are able to know what itXB is true in it. Results of order
and individuals reduction are presented through our construction. In
the end, we formalized the discussions referred completely in our Type
Theory.
Citas
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