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Showing result 1 - 5 of 43 essays matching the above criteria.
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1. What’s the Point of State-of-Nature Models?
University essay from Göteborgs universitet/Institutionen för filosofi, lingvistik och vetenskapsteoriAbstract : Practical explanations are tools which aim to clarify the evolution and function of our conceptual practices. There is current discussion about how we ought to construct and interpret practical explanations, and more specifically if state-of-nature models are useful when doing this. READ MORE
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2. Integrability of super spin chains in 6D N=(1,0) SCFTs
University essay from Uppsala universitet/Teoretisk fysikAbstract : Superconformal field theories (SCFTs) are an important class of quantum field theories. These SCFTs have been a significant component in exploring and comprehending the fundamental framework of quantum field theories. READ MORE
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3. Slice regular functions (Gentili er al., 2022) : Quaternions
University essay from Mälardalens universitet/Akademin för utbildning, kultur och kommunikationAbstract : This thesis constitutes a comprehensive study of the fundamental properties of an analytic function theory over quaternions, which is known as slice regularity, as introduced in Gentili et al. (Gentili et al., 2022). In 2006, an approach to analysis over quaternions was introduced by G. READ MORE
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4. Solving the Gleason Problem using Partition of Unity
University essay from Mälardalens universitet/Akademin för utbildning, kultur och kommunikationAbstract : The Gleason problem has been proven to be a complicated issue to tackle. In this thesiswe will conclude that a domain, Ω ⊂ R𝑛, has Gleason 𝑅-property at any point 𝑝∈ Ω, where 𝑅(Ω) ⊂ 𝐶∞(Ω) is the ring of functions that are real analytic in 𝑝. First, we investigate function spaces and give them fitting norms. READ MORE
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5. Approximation of Analytic Functions by Faber Polynomials, the Grunsky Matrix, and a Univalence Criterion
University essay from KTH/FysikAbstract : The aim of this thesis is derive a set of polynomials defined on simply connected domains, the Faberpolynomials, in which all analytic function on the domain can be uniformly approximated. Importantconcepts and theorems such as isomorphisms, automorphisms and the Riemann mapping theorem areintroduced. Examples and applications are also included. READ MORE
