Abstract
In this article we consider the partition of a set of statements P = P a ? P b ? P?, where P a , P b , P? are, correspondingly, sets of statements only being argumented, both being argumented and argumenting, and only argumenting (basic statements). On P are defined two functions of argument and counter-argument selection forming the semantics for logics of argumentation. A four-valued logic of argumentation is proposed. By means of graph theory are formed trees of arguments (argument trees), wood, consisting of them, and some transformations of the wood, such that their result may be both planar and non-planar graph. Argument systems (systems of arguments) are defined together with their characterizations that use analytic tableaux. With the help of argument trees a specification of the idea of hermeneutic ("vicious") circle is formalized.
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