1,759,969 research outputs found
On a flawed argument against the KK principle
No full textIt is often claimed that externalist analyses of knowledge imply the falsity of the KK principle. However one of the standard arguments for this claim in the literature rests on a straightforward intensional fallacy. The fallacy is exposed and discussed
KK-DUALITY FOR SELF-SIMILAR GROUPOID ACTIONS ON GRAPHS
No full textWe extend Nekrashevych’s KK-duality for C∗-algebras of regular, recurrent, contracting self-similar group actions to regular, contracting self-similar groupoid actions on a graph, removing the recurrence condition entirely and generalising from a finite alphabet to a finite graph. More precisely, given a regular and contracting self-similar groupoid (G, E) acting faithfully on a finite directed graph E, we associate two C∗-algebras, O(G, E) and Ô(G, E), to it and prove that they are strongly Morita equivalent to the stable and unstable Ruelle C*-algebras of a Smale space arising from a Wieler solenoid of the self-similar limit space. That these algebras are Spanier-Whitehead dual in KK-theory follows from the general result for Ruelle algebras of irreducible Smale spaces proved by Kaminker, Putnam, and the last author
K-theory for group C*-algebras
No full textThese notes are based on a lecture course given by the first author in the Sedano Winter School on K-theory held in Sedano, Spain, on January 22-27th of 2007. They aim at introducing K-theory of C*-algebras, equivariant K-homology and KK-theory in the context of the Baum-Connes conjectur
[[alternative]]Shape and KK Masses
No full text[[abstract]]我們討論在六維時空模型中，額外維度空間的形狀對現象學的影響。兩個以週期性條件緊緻化的維度可以夾角Θ，此角對Kaluza-Klein態的質量有很大影響。我們特別考慮Θ<<1的情況，大部分的KK態質量會比Θ=90°時大很多，但是有一群KK態的質量會相較下小很多，我們討論這些Light KK態的KK數n1、n2滿足哪些條件，並以一個具體Θ為例找出最輕的一些KK態，這些態通常具有蠻大的KK數。如果在Universal Extra Dimension模型中來討論，KK數守恆會造成許多Light KK態無法衰變，而形成穩定粒子，這些粒子可能成為黑物質。
KK-1 cells expressing GFP in a Tax-dependent manner.
No full text(related to Fig 2C). The reporter cassette expressing GFP under the control of the Tax-responsive element is schematically shown in the upper panel [18], and an example of GFP expression in KK-1 cells carrying the reporter cassette is shown in the lower panel. (PDF)</p
Najvažniji rezultati projekta KK.01.1.1.04.0091 (BIOKOMPOZITI) Dizajn naprednih kompozita iz energetski održivih izvora
Full text linkNavedeni su najvažniji rezultati projekta KK.01.1.1.04.0091 (BIOKOMPOZITI) Dizajn naprednih kompozita iz energetski održivih izvora: dizajnirani i izrađeni su prototipovi naprednih biokompozita, nabavljena znanstveno-istraživačka oprema, 4 patenta i sveučilišni priručnik "Održivi razvoj Biokompozita i biogoriva iz obnovljivih izvora energije"
KK, Knowledge, Knowability
Full text linkkk states that knowing entails knowing that one knows, and K¬K states that not knowing entails knowing that one does not know. In light of the arguments against kk and K¬K, one might consider modally qualified variants of those principles. According to weak kk, knowing entails the possibility of knowing that one knows. And according to weakK¬K, not knowing entails the possibility of knowing that one does not know. This paper shows that weak kk and weakK¬K are much stronger than they initially appear. Jointly, they entail kk and K¬K. And they are susceptible to variants of the standard arguments against kk and K¬K. This has interesting implications for the debate on positive introspection and for deeper issues concerning the structure and limits of knowability
KK, Knowledge, Knowability
No full textkk states that knowing entails knowing that one knows, and K¬K states that not knowing entails knowing that one does not know. In light of the arguments against kk and K¬K, one might consider modally qualified variants of those principles. According to weak kk, knowing entails the possibility of knowing that one knows. And according to weakK¬K, not knowing entails the possibility of knowing that one does not know. This paper shows that weak kk and weakK¬K are much stronger than they initially appear. Jointly, they entail kk and K¬K. And they are susceptible to variants of the standard arguments against kk and K¬K. This has interesting implications for the debate on positive introspection and for deeper issues concerning the structure and limits of knowability
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