Essays about: "Minimal Polynomial"
Showing result 1 - 5 of 7 essays containing the words Minimal Polynomial.
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1. 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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2. Estimating CO2 reductions from renewable energy sources : The impact of power system nonlinearities
University essay from KTH/Skolan för elektroteknik och datavetenskap (EECS)Abstract : Replacing conventional generation with renewable generation in power systems is essential for reducing CO2 emissions. It is important to know how effective renewables are in reducing CO2 emissions. Since CO2 reduction cannot be measured directly, different methods have been used to estimate reduction of CO2 emissions. READ MORE
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3. Implementing two Threshold Private Set Intersection Protocols based on Homomorphic Encryption
University essay from Lunds universitet/Institutionen för elektro- och informationsteknikAbstract : Private set intersection is a technique for finding the intersection of (two) parties' sets without disclosing anything else, and it finds it use in e.g. contact discovery, finding friends who are already on a social platform. READ MORE
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4. Ramification of polynomials
University essay from Linnéuniversitetet/Institutionen för matematik (MA)Abstract : In this research,we study iterations of non-pleasantly ramified polynomials over fields of positive characteristic and subsequently, their lower ramification numbers. Of particular interest for this thesis are polynomials for which both the multiplicity and the degree of its iterates grow exponentially. READ MORE
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5. Perturbations of symmetricmatrix polynomials and theirlinearization
University essay from Örebro universitet/Institutionen för naturvetenskap och teknikAbstract : The canonical stucture information, i.e. the elementary divisors and minimalindices of a matrix polynomial, is sensitive to perturbations of the matrixcoefficients of the polynomial, e.g. READ MORE