A logic S has the Converse Ackermann Property (CAP) if non-necessitive propositions are not derivable in S from necessitive ones. We show in this paper how to introduce minimal negation in positive logics with the CAP. Relational ternary semantics are provided for all the logics considered in this paper

Méndez, José M.

Robles, Gemma

English

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Converse Ackermann Property and Minimal Negation

Robles Vázquez, Gemma

Méndez Rodríguez, José Manuel

DIALNET

Converse Ackermann property and minimal negation

The approach of this paper is broad and historical; it attempts to expand a narrow technical view by looking at historic art media together with contemporary media art. By focusing on recent art against the backdrop of historic developments, it is possible to better analyze and grasp what is really new in media art and, using cornerstones from the history of media of illusion and immersion, it is a material and theoretical contribution to a new, emerging discipline: the science of the image. Where and how does the new genre of virtual art fit into the art history of illusion and immersion in the image, that is, how do older elements continue to live on and influence this contemporary art? What part does this play in the current metamorphosis of the concepts of art and the image

Grau, Oliver

Sammelpunkt. Elektronisch archivierte Theorie

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Converse Ackermann Property and Minimal Negation

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Name not available

DIALNET

Sammelpunkt. Elektronisch archivierte Theorie

Sammelpunkt. Elektronisch archivierte Theorie