Search for dissertations about: "Jörgen Backelin"
Showing result 1 - 5 of 7 swedish dissertations containing the words Jörgen Backelin.
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1. Some homological results for graded or commutative rings
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2. Chordal and Complete Structures in Combinatorics and Commutative Algebra
Abstract : This thesis is divided into two parts. The first part is concerned with the commutative algebra of certain combinatorial structures arising from uniform hypergraphs. The main focus lies on two particular classes of hypergraphs called chordal hypergraphs and complete hypergraphs, respectively. READ MORE
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3. On hypergraph algebras
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4. On linear graph invariants related to Ramsey and edge numbers : or how I learned to stop worrying and love the alien invasion
Abstract : In this thesis we study the Ramsey numbers, R(l,k), the edge numbers, e(l,k;n) and graphs that are related to these. The edge number e(l,k;n) may be defined as the least natural number m for which all graphs on n vertices and less than m edges either contains a complete subgraph of size l or an independent set of size k. READ MORE
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5. On minimal triangle-free Ramsey graphs
Abstract : A graph G is called a minimal Ramsey (3, k; n)-graph if it has the least amount of edges, e(3, k; n), possible given that G is triangle-free, has independence number α(G) < k an has n vertices. The numbers e(3, k; n) and the minimalRamsey graphs are directly related to the Ramsey numbers R(3, k). READ MORE