• Complex Analysis the Hard Way: a Measure Theoretical Approach 

      Saiz Aparicio, Mar (Master thesis, 2023)
      In this thesis we present a sophisticated, non-standard treatment of complex analysis using modern tools from measure theory and advanced analysis. This approach opens the path to deep and powerful results, including the ...
    • Families of Proper Holomorphic Embeddings and Carleman-Type Theorem with parameters 

      Domenico Di Salvo, Giovanni; Ritter, Tyson; Wold, Erlend Fornæss (Peer reviewed; Journal article, 2023)
      We solve the problem of simultaneously embedding properly holomorphically into C2 a whole family of n-connected domains Omega_r in P1 such that none of the components of P1 \ Omega_r reduces to a point, by constructing a ...
    • «Open Middle Math», dybdelæring & positive holdninger i matematikk 

      Ramstad, Sunniva Fosnes (Masteroppgave/UIS-HF-IMF/2020;, Master thesis, 2019-07)
      Som både lektorstudent og deltidsarbeidene i videregående skole er det mye fokus på hvordan lærere skal forberede seg i møte med fagfornyelsen. Dybdelæring er et sentralt begrep i fagfornyelsen. Motivasjonen for denne ...
    • The card game SET and finite geometry 

      Abrahamsen, Tiril; Eriksen, Morten (Bachelor thesis, 2023)
      This thesis explores the underlying mathematics of the card game SET, which is a fast-paced pattern recognition game played with 81 cards. The game involves making SETs of three cards with certain compatibility conditions ...
    • The card game SET and finite geometry 

      Abrahamsen, Tiril; Eriksen, Morten (Bachelor thesis, 2023)
      This thesis explores the underlying mathematics of the card game SET, which is a fast-paced pattern recognition game played with 81 cards. The game involves making SETs of three cards with certain compatibility conditions ...