Tidligere arrangementer - Side 79
In this second talk I will prove the local slice theorem and give examples of applications, discuss compactness properties of instanton moduli spaces, and explain the definition and some properties of instanton homology.
In their book "Riemann-Roch Algebra", Fulton and Lang give an account of Chern classes in lambda-rings and a general version of Grothendieck's Riemann-Roch theorem. Their definition of Chern classes is based on the additive formal group law. In work on connective K-theory, Greenlees and I have given an account of Chern classes in lambda-rings based on the multiplicative formal group law. This account has an evident generalization to any formal group law. The course will be an attempt to carry out Fulton and Lang's program in this more general setting. Hoped for applications include generalizations of results relating rational lambda-modules to twisted Dirichlet characters. ---
The third Scandinavian Gathering Around Remarkable Discrete Mathematics
Pr?veforelesning for professorstilling i TEM: The microscopic and macroscopic models of an ideal gas
Beatr¨ªz Villarroel, Uppsala University
Speakers: E?rs Szathm¨¢ry, Ferenc Jordan, and Andr¨¢s B¨¢ldi. [Update: Gabor Foldvari's talk on "Urban ecology of tick-borne diseases: how to anticipate?" has been moved to Wednesday 25 April.]
CAN A HUMAN RIGHTS BASED APPROACH ACCELERATE REDUCTION OF UNDERNUTRITION AND OBESITY?
The seminar is open to everybody and free of charge, but registration was required for lunch order. Registration is now closed, but you are welcome to join the seminar without lunch.
By Gabor Foldvari, Department of Parasitology and Zoology, University of Veterinary Medicine, Budapest
?rets tema er "Autoimmun sykdom: Arv og milj?"
By Dr. Han Wang, Northwest Agriculture and Forestry University, Yangling and Tsinghua University, Beijing, China.
Jayant Joshi, Postdoc at Institute of Theoretical Astrophysics, UiO.
Jim T?rresen and Charles Martin (RITMO/IFI) will present on the topic "Time series analysis and prediction with sequence learning and recurrent neural networks (RNN)".
Welcome to the next Oslo University Hospital (OUH) research seminar entitled "Precision medicine in complex diseases". The seminar is open to all.
Waldhausen's algebraic K-theory of spaces is an extension of algebraic K-theory from rings to spaces (or ring spectra) which also encodes important geometric information about manifolds. Bivariant A-theory is a bivariant extension of algebraic K-theory from spaces to fibrations of spaces. In this talk, I will first recall the definition and basic properties of bivariant A-theory and the A-theory Euler characteristic of Dwyer-Weiss-Williams. I will then introduce a bivariant version of the cobordism category and explain how this may be regarded as a universal space for the definition of additive characteristic classes of smooth bundles. Lastly, I will introduce a bivariant extension of the Dwyer-Weiss-Williams characteristic and discuss the Dwyer-Weiss-Williams smooth index theorem in this context. Time permitting, I will also discuss some ongoing related work on the cobordism category of h-cobordisms. This is joint work with W. Steimle.
2 av 3 pr?veforelesninger for professorstilling i transmisjons-elektron-mikroskopi (TEM).
Robert Hagala, PhD student, Institute of Theoretical Astrophysics, UiO.
Annual workshop for Innate immunity in cardiovascular disease.
Did we forget newborns in the global focus on maternal health? In this breakfast seminar, Dr Emma Sacks (John Hopkins University) will discuss why mistreatment of newborns is a critical issue, unpack the ethics of competing priorities in global health, and present options for policy responses.
By Erik Svensson, professor in evolutionary ecology at Lund University, Sweden.
Ada Ortiz-Carbonell, Researcher, ITA
Dr. Chris Wallace, Senior Research Fellow, MRC Biostatistics Unit, Cambridge University, UK, will present her research on "Conditional false discovery rates in genetic association studies of rare diseases and disease subtypes¡±.
I will review Witt vectors, K?€hler forms and logarithmic rings, and outline how they merge in the logarithmic de Rham-Witt complex. This structure gives an algebraic underpinning for the Hesselholt-Madsen (2003) calculation of logarithmic topological cyclic homology of many discrete valuation rings.
This talk is supposed to be an Introductionary talk to the preprint arXiv:1409.4372v4 (joint work with G.Garkusha). More specifically, using the theory of framed correspondences developed by Voevodsky, the authors introduce and study framed motives of algebraic varieties. This study gives rise to a construction of the big frame motive functor. It is shown that this functor converts the classical Morel--Voevodsky motivic stable homotopy theory into an equivalent local theory of framed bispectra, and thus producing a new approach to stable motivic homotopy theory. As a topological application, it is proved that for the simplicial set Fr(Delta^\bullet_C, S^1) has the homotopy type of the space \Omega^{\infty} Sigma^{\infty} (S^1). Here C is the field complex numbers.