Author name: Benedikt Magnússon

Miðbiksmat: Atli Fannar Franklín

Heiti verkefnis: Tölvuaðstoð við tilgátur í fléttufræði Nemandi:Atli Fannar Franklín Doktorsnefnd: Anders Claesson, prófessor við Raunvísindadeild HÍ (leiðbeinandi) Henning Úlfarsson, prófessor og deildarforseti Tölvunarfræðideildar Háskólans í Reykjavík Sigurður Örn Stefánsson, prófessor við Raunvísindadeild HÍ Sergey Kitaev, prófessor, University of Strathclyde Ágrip: Atli Fannar Franklín fer yfir framvindu við þróun tölvukerfisins PERQ, sem vinnur með veldaraðir

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Málstofa: Ragnar Sigurðsson, framhald

Fyrirlesari: Ragnar Sigurðsson (Háskóla Íslands) Stað- og tímasetning: 4. apríl kl. 11:40 í  Oddi O-106. Titill:   The work of Sigurður Helgason on the Radon transformation.  Ágrip:  The Radon transformation is the main mathematical tool behind medical morphology.   Sigurður Helgason made a major contribution to the theory of the Radon transform which had great impact on

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Málstofa: Sigrún Helga Lund

7. mars, kl. 11:40, í  Oddi O-106. Fyrirlesari: Sigrún Helga Lund, Háskóli Íslands Titill: Utilizing Plasma Proteomics for Biomarker Discovery: Methodological Approaches and Novel Insights. Ágrip: Integrating high-throughput proteomic data with clinical and genetic information is a powerful approach to identify novel biomarkers and drug targets. Here, we outline the methodology and present examples of

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Málstofa: Sigurður Freyr Hafstein

22. febrúar, kl. 11:40, í Oddi O-106. Fyrirlesari: Sigurður Freyr Hafstein, Háskóli Íslands Titill: Contraction Metrics and their numerical computation, Part 2 Ágrip:  Similar to Lyapunov functions, Contraction Metrics can be used to characterize the long term behavior of dynamical systems.  We will discuss what they are, their relation to Lyapunov functions, and how they

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Málstofa: Anders Claesson

8. february, kl. 11:40, í Oddi O-106 Fyrirlesari: Anders Claesson, Háskóli Íslands. Titill: Permutations with few inversions Ágrip: We consider permutations of [n] with at most n inversions; this is what we mean by permutation with few inversions. In particular, we present a curious generating function for permutations of [n] with exactly n inversion. Furthermore,

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