Tidligere arrangementer - Side 86

Kimberley Dodge-Kafka, Associate Professor at the Department of Cell Biology at the University of Connecticut, will give a lecture titled, "mAKAP- a master regulator of cardiac hypertrophy"

The Dean of Research, Linda H. Bergersen, organizes the Faculty of Dentistry International Research Events.

Tiago Pereira, ITA

Howard Young from the Department of Biochemistry, University of Alberta, Edmonton, Alberta, Canada will give a lecture titled, 'Correlating Structure and Function of Human Genetic Variants in Calcium Homeostasis and Cardiac Contractility'

Elisabeth Lunds?r (PhDstudent AQUA)

ESOP seminar. J?rn-Steffen Pischke is a Professor of Economics at the London School of Economics. He will present a paper entitled "Poorly Measured Confounders are More Useful on the Left Than on the Right", co-authored by Zhuan Pei, and Hannes Schwandt.

By Prof. Bruce M.S. Campbell, Emeritus Professor of Medieval Economic History at The Queen's University of Belfast, Northern Ireland

Andreas Carlson og Jean Rabault

Nature has invented ingenious aerodynamic design solutions, some of which are critical for plants as wind dispersal of seeds and fruits is coupled to their flight performance. This formulates into an optimization problem for plants: large seed wings can lead to increased lift and more efficient dispersion, but are costly for the tree to build and can more easily be trapped in the canopy. Double winged seeds/fruits separate from their tree when a specific level of dessication is reached, and autorotate as they descend to the ground. This leads to the question: how is the wing curvature of seeds/fruits linked to their flight performance? To answer this, we develop a theoretical model that suggests the existence of an optimal wing curvature that yields maximal lift. To further understand the interplay between the flow and the wing geometry, we perform a synthetic seed adaptation by deploying 3D printing of double winged fruits that we use in flight experiments, where we span the phase space of aerial dynamics by changing the of wing curvature and seed/fruit weight. Experiments confirm that there is a sweet-spot in curvature to maximise the flight time consisted with geometrical measurements from a wide range of seeds in Nature. Our results highlights the importance of not curving too much or too little for helicopter fruits to have an optimal flight performance.

Martin Sahl¨¦n, University of Uppsala

Elisabeth Seland

In my job as research adviser, I receive a lot of questions about rights, possibilities and problems in connection with scientific publishing and open access. Both EU and the Norwegian Research Council have rules about this, and there is also a UiO policy in place that is relevant for all employees. I will give a short presentation to try to clear up what you have to, must, may, could and should related to Open access. In my experience many of you have the same questions about these issues, so I hope you bring your questions with you and we can address them in the seminar.

I will discuss the differential structure in the mod 2 Adams spectral sequence for tmf, leading to its E_\infty-term.  These calculations were known to Hopkins-Mahowald; in their current guise they are part of joint work with Bruner.

Guest lecture by Professor Dr. Christian Zidorn, Department of Pharmaceutical Biology, Christian-Albrechts-Universit?t (CAU) Kiel, Germany.

Guest lecture by Professor Dr. Birgit Classen, Department of Pharmaceutical Biology, Christian-Albrechts-Universit?t (CAU) Kiel, Germany.

ESOP seminar. Kjetil Storesletten is a Professor at UiO. He will present a paper entitled ""Barriers to Entry and Regional Economic Growth in China", co-authored by Loren Brandt, and Gueorgui Kambourov.

by Indr? ?liobait?, University of Helsinki, Finland  

I will report on work in progress on calculations of the motivic homotopy groups of MGL (the algebraic cobordism spectrum) over number fields. It is known that pi_{2n,n}(MGL) is the Lazard ring, and pi_{-n,-n}(MGL) is Milnor K-theory of the base field. We will calculate all of pi_{*,*}(MGL) with the slice spectral sequence (motivic Atiyah-Hirzebruch spectral sequence) over a number field. I will give a brief review of the the tools and sketch the main parts of the calculation: The input from motivic cohomology, the use of C_2-equivariant Betti realization and comparison with Hill-Hopkins-Ravenel to determine the differentials, and settle most of the hidden extensions. 

In the past years there has been several publications on the association between acetaminophen during pregnancy and offspring ADHD symptoms. The aim of the webinar will be to present the recent study, discuss what it adds, and discuss what kind of future studies are needed.

ESOP seminar. Mortiz Lenel is a research fellow at the Becker Friedman Institute at the University of Chicago. He will present a paper entitled "Safe Assets, Collateralized Lending and Monetary Policy".

by Dr. Dag Endresen, GBIF Node Manager for Norway at the Natural History Museum in Oslo.

Vasco Henriques, Postdoc, ITA

Imre V?strik, Research Coordinator in the Bioinformatics Team at the Institute for Molecular Medicine Finland (FIMM) will give a talk titled, "TheDB - a smart integrated IT systemfor managing and analysing precision medicine data"

I will discuss the algebra structure of the E_2-term of the mod 2 Adams spectral sequence for tmf, given by the cohomology Ext_{A(2)}(F_2, F_2) of A(2).  We (Bruner & Rognes) use Groebner bases to verify the presentation given by Iwai and Shimada, with 13 generators and 54 relations. Thereafter I will discuss the relationship between differentials and Steenrod operations in the Adams spectral sequence for E_\infty ring spectra.  

Seminar nr. 3 i nettverk for digitalisering i statsforvaltningen. Om digitalisering, nytenkning og 澳门葡京手机版app下载 med n?ringslivet.

Pawel Kasprzak (Warzaw) will give a talk with title " Quantum actions on discrete quantum spaces"

Abstract:

To any action of a compact quantum group on a von Neumann algebra which is a direct sum of factors we associate an equivalence relation corresponding to the partition of a space into orbits of the action. We show that in case all factors are finite-dimensional (i.e. when the action is on a discrete quantum space) the relation has finite orbits.  We then apply this

i) to generalize the classical theory of Clifford, concerning the restrictions of representations to normal subgroups, to the framework of quantum subgroups of discrete quantum groups, itself extending the context of closed normal quantum subgroups of compact quantum groups; ii) to the context of idempotent states showing that the  algebra of invariant elements is finite dimensional if and only if the corresponding state is normal. Joint work with K. De Commer, A. Skalski and P. So?tan.