Essays about: "polynomials"
Showing result 1 - 5 of 84 essays containing the word polynomials.
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1. SECOND-ORDER DIVERGENCE-FREE FEM FOR MAGNETOHYDRODYNAMICS USING LAGRANGE POLYNOMIALS
University essay from Uppsala universitet/Institutionen för informationsteknologiAbstract : AbstractMaxwell’s laws state that the divergence of a magnetic field always remains zero. In thecontinuous setting this is true for the magnetohydrodynamics equations. However, in thediscrete setting, the solution does not always remain divergence-free. READ MORE
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2. Lateral Control of Heavy Vehicles
University essay from KTH/Väg- och spårfordon samt konceptuell fordonsdesignAbstract : The automotive industry has been involved in making vehicles autonomous to different levels in the past decade rapidly. Particularly in the commercial vehicle market, there is a significant necessity to make trucks have a certain level of automation to help reduce dependence on human efforts to drive. READ MORE
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3. Discussion of Python Implementation Techniques for Discontinuous Galerkin Methods
University essay from Lunds universitet/Matematik (naturvetenskapliga fakulteten); Lunds universitet/MatematikcentrumAbstract : This paper discusses implementation techniques for integration methods within the Discontinuous Galerkin Methods. These methods are used to approximate solutions for differential equations. To do so, one must compute a polynomial, which is an approximation of the used function. READ MORE
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4. Constructing Subalgebras of K[x] Using the Minimal Polynomial
University essay from Lunds universitet/Matematik LTHAbstract : In this report we will be working with subalgebras A of finite codimension in K[x]. It is known that such subalgebras can be expressed using a set of linear conditions evaluated at a finite set of points called the spectrum elements of A. READ MORE
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5. A high-order artificial viscosity finite element method for the Vlasov-Poisson system
University essay from Uppsala universitet/Institutionen för informationsteknologiAbstract : We introduce a finite element method with high-order accuracy for approximating the Vlasov-Poisson system. This method uses continuous Lagrange polynomials as basis functions and employs explicit Runge-Kutta schemes for time discretization. A residual-based artificial viscosity technique is applied for stabilization. READ MORE