uio – -Translation – Keybot Dictionary

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Keybot 13 Results  www.uib.no
  SKJULT: Skatteparadis, ...  
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Advokater (Sverre Blandhol, UiO)
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Lawyers (Sverre Blandhol, UiB)
  Bibliotek for realfag :...  
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Live frå UiO - Blåmåndag for biomangfaldet? (03.11.2010)
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New books for January 2013, Science Library (04.02.2013)
  Forskergruppen Nordmenn...  
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http://www.hf.uio.no/ilos/forskning/prosjekter/nor-latam/index.html
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Link to the project`s web site at the University of Oslo:
  Fellesseminar: Filosofi...  
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Biography: Øystein Linnebo studied mathematics at UiB in the beginning of the nineties. He obtained a master degree in algebraic geometry from UiO in 1995,and in 2002 a Ph.D. in philosophy from Harvard.
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Abstract: Aristotle famously distinguished the potential from the actual infinite, defending the former while rejecting the latter. Two millennia later, the subject was transformed by Cantor, whose rightly celebrated theory of actual infinities eventually led to the elimination of the notion of the potential infinite from contemporary mathematics. This talk is an attempt to revive the notion, while holding on to important Cantorian insights. Accordingly, a version of the notion of the potential infinite is articulated, shown to do important explanatory work in set theory and its philosophy, and defended against some objections.
  Geometrien til 2-vektor...  
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I forbindelse med kvantefeltteorier er vektor bunter og deres geometri viktige, men det viser seg at også finere strukturer er av betydning. I den forbindelse har Baas (NTNU), Richter (Hamburg), Rognes (UiO) og jeg et oppsett for "2-vektor bunter".
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A vector bundle is a space where each point is replace by an entire vector space in a nice and continuous manner. Vector bundles and their geometry are important in connection with quantum field theories, however, it appears that finer structures are also of importance. In this connection, Baas (NTNU), Richter (Hamburg), Rognes (UiO) and I have a construction for "2-vector bundles", where vector spaces are exchanged for 2-vector spaces. Just as a vector is a tuple of numbers, a 2-vector is a tuple of vector spaces, and matrices of numbers are exchanged for matrices of vector spaces. The surprise is that this gives rise to a theory connected to quantum field theories and to "the prime factorisation of the sphere spectrum".
  Fellesseminar: Filosofi...  
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Biography: Øystein Linnebo studied mathematics at UiB in the beginning of the nineties. He obtained a master degree in algebraic geometry from UiO in 1995,and in 2002 a Ph.D. in philosophy from Harvard.
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Abstract: Aristotle famously distinguished the potential from the actual infinite, defending the former while rejecting the latter. Two millennia later, the subject was transformed by Cantor, whose rightly celebrated theory of actual infinities eventually led to the elimination of the notion of the potential infinite from contemporary mathematics. This talk is an attempt to revive the notion, while holding on to important Cantorian insights. Accordingly, a version of the notion of the potential infinite is articulated, shown to do important explanatory work in set theory and its philosophy, and defended against some objections.