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Carte Topics in Subset Space Logic Can Baskent

Topics in Subset Space Logic

An Introduction to the Geometry of Dynamic Epistemology

Autor: Can Baskent
Limbă: engleză
Legare: Carte broșată
Editura: VDM Verlag
Disponibilitate: La editor doar la comandă
Expediem în 17-27 zile
253.68 lei
In this work, we will first provide a comprehensive outlook of subset space logic in detail to set t...

Informații despre carte

Autor
Can Baskent
Limbă
engleză
Legare
Carte - Carte broșată
Publicat
2010
Pagini
96
EAN
9783639233315
ISBN
363923331X
Enbook ID
06831056
Editura
VDM Verlag
Greutate
150
Dimensiuni
152 x 229 x 6

Descriere completă

In this work, we will first provide a comprehensive outlook of subset space logic in detail to set the basis for our discussions. Then, we will import some simple truth preserving operations and observe that these operations are valid in subset space logic as well. Equipped with all these tools, we will observe that the subset space logic is strong enough to axiomatize the dynamic aspects of knowledge change, in particular, the public announcement logic. We will then provide the full axiomatization of subset space public announcement logic and its then straightforward completeness proof. As long as the research area of geometry of knowledge is considered, we believe, it is significant to see that public announcement logic works well in the subset space language. All these discussions will lead us to take a closer look at the notion of shrinking - which can be considered as the temporal and perhaps the dynamic operator of the subset space logic. We will observe that, in fact, the shrinking operator is not a remote concept in formal sciences.

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