Tidlegare arrangement - Side 38
Konferansen Kjønnsforskning NÅ! finner sted i Oslo 5.-6. juni 2025.
Tittel: Smooth Projective Curves in Weighted Projective Planes
Circuit Modelling of Submerged Arc Furnaces and Their Power Supply Systems
"Powerful feedback revealed by JWST NIR observations of a galaxy merger hosting two quasars"
Tittel: Predator-Prey Systems, A global and local analysis
Tittel: Laplacian matrices and graph smoothing
Using Physics-Informed Neural Networks for Cardiac Electrophysiology
Konstantin Holzhausen will defend his thesis "Learning Robust Representations in Neural Network Models" for the degree of Philosophiae Doctor at the University of Oslo, Faculty of Mathematics and Natural Sciences.
Dr. Filippo Mannucci, INAF - Osservatorio Astrofisico di Arcetri, Italy.
Elin Melby and Ellen Kleveland from Veksthuset and Inven2 will give a presentation on how to move from ideas and research to reality.
Carolina Euan is a Lecturer in Statistics at the Mathematics and Statistics Department, University of Lancaster. Her research interests include the development of new statistical methods for the analysis of complex time series and Spatio-temporal data. She has experience working with data analysis of ocean wave data, precipitation and drought events, and statistical models for particular matter concentrations.
Doctoral candidate Mohammad Hossein Tabatabaei at the Department of Informatics, Faculty of Mathematics and Natural Sciences, is defending the thesis Blockchain System Analysis: From General Architecture and Design to UTXO-Based Transactional Behavior and Synthetic Workloads for the degree of Philosophiae Doctor.
Corinne Manogue - Oregon State University:
In this interactive workshop, we will share some classroom activities that were developed in the Paradigms in Physics Program at Oregon State University for use in an upper-level, undergraduate physics course on quantum mechanics at the level of McIntyre: Quantum Mechanics.
Doctoral candidate Julie Johanne Uv at the Department of Informatics, Faculty of Mathematics and Natural Sciences, is defending the thesis Computational Study of the Fetal ECG for the degree of Philosophiae Doctor.
Velkommen til underholdende åpning med debatt, musikk og smakebiter på forskning (og spektakulær kake).
Mathematics and physics are two disciplines separated by a common language. Since the 1990s, we have been developing curricular materials that attempt to bridge this gap, as part of the Paradigms in Physics and Vector Calculus Bridge projects, leading also to the development of an online textbook.
Most of our work focuses on the transition from multivariable calculus to upper-division physics courses such as electromagnetism.
Tittel: Trends in Climate Data from the Viewpoint of Stationary Stochastic Processes
“Synthesis of Soai derivative pyridine aldehydes and kinetic studies for self-replication”
Tittel: Bridging Convergence Theory, Convex Optimization, and Practical Implementation
What happened the last time we encountered rapid climate change? How did natural and social environments interact during this Little Ice Age (ca. 1300-1850)?
Doctoral candidate Inga Lena Schmidtke at the Department of Chemistry, Faculty of Mathematics and Natural Sciences, is defending the thesis "Investigations into transition metal complex reactivity - A computational perspective on C-H and C=C bond activation reactions" for the degree of Philosophiae Doctor.
This week, Wojciech Jankowski from the University of Cambridge will tell us about his work on topological and geometrical effects in quantum matter.
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Møt rådgivere på innovasjon fra Veksthuset for verdiskaping. Møt dem på Kjemisk institutt eller avtal et møte for å diskutere innovasjonsideen din.
Doctoral candidate Jack William Whattam at the Department of Geosciences, Faculty of Mathematics and Natural Sciences, is defending the thesis Volcanic evolution in continental-rift settings: New constraints from the eruptive and compositional evolution of volcanism in the Oslo Rift for the degree of Philosophiae Doctor.
In this talk, I will present a joint work with Matilde Manzaroli. I will introduce real tori (in the greater generality) as well as real equivariant torus embeddings. Then I will describe the structure of the torus orbits. It will allow us to easily compute the Betti numbers of the real loci of smooth real equivariant torus embeddings, provided that those real loci are compact. Then I will present a canonical "foliation" of their real loci by equivariant embeddings of split tori. I will express a necessary and sufficient condition for this foliation to be given by the fibre of a fibre bundle, and explain how to reduce to this case by performing toric blow-ups.