Kommende 5 dager

23 jan.
Tid og sted: , Room 2320, Kristine Bonnevies hus

Title:  Overshooting climate targets - Increased risks for tipping elements

Speaker: Nico Wunderling, Potsdam Institute for Climate Impact Research

Flere kommende arrangementer

Tid og sted: , Domus Bibliotheca, Karl Johans gate 47

Temaet for konferansen i ?r er klimapolitikk og klimainvesteringer. Innledere vil v?re John Hassler (Professor i samfunns?konomi ved Stockholms universitet), Bj?rnar Baugerud (Leder for klimainvesteringsfondet/NorFund), Steinar Holden (Professor ved ?konomisk institutt, UiO) og Kristin Halvorsen (Direkt?r ved Cicero Senter for klimaforskning).

Tid og sted: , Lyng, Oslo Science Park, Gaustadalléen 21, Oslo

In a circular economy, products and services are designed for longevity, reuse, and recycling. It contrasts with the traditional linear economy by promoting a closed-loop system where materials are kept in circulation, reducing environmental impact and depletion of raw materials.

Tid og sted: , CICERO, Oslo Science Park, Gaustadalléen 21. Room: ?Rio?

Title:  ‘Tipping points’ confuse and can distract from urgent climate action

Speaker: Elisabeth Gilmore, Carleton University

Tid:

Positroids are a class of matroids that were introduced by Postnikov in 2006 that index a certain stratification of the totally non-negative Grassmannian. These matroids are famously in bijection with a “zoo” of combinatorial objects including Grassmann necklaces and plabic graphs. We introduce a new family of positroids called rook matroids that arise from restricted rook placements on a skew shaped board and discuss it in terms of this zoo. We highlight the transversal structure of rook matroids and the slightly mysterious relationship they share with lattice path matroids. This is joint work with Per Alexandersson and ongoing work with Irem Portakal and Akiyoshi Tsuchiya. 

 

 

Tid:

Positive geometry is a recent branch of mathematical physics which present exciting connections with real, complex and tropical algebraic geometry.

In this talk, we introduce the topic by developing the positive geometry of del Pezzo surfaces and their moduli spaces. 

We will analyze their connected components, likelihood equations and scattering amplitudes. 

The talk is based on joint work with Early, Geiger, Sturmfels and Yun.