Gruppenuniversalität und Homogenisierbarkeit

DOI10.1007/BF01763170zbMath0588.03021OpenAlexW161645922MaRDI QIDQ1073014

Otto H. Kegel, Martin Funk, Karl Strambach

Publication date: 1985

Published in: Annali di Matematica Pura ed Applicata. Serie Quarta (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf01763170

zbMATH Keywords

projective planesSteiner systemshomogeneityloopscombinatorial structurealgebraic structurequasigroupsaffine planesfull automorphism groupcommutative algebrasgeometrical structuremagmasclasses of structurescommutative division algebrascovering geometriesgeneralized n-cornersgroup universalityk-netsLP-spaces

Mathematics Subject Classification ID

Finite automorphism groups of algebraic, geometric, or combinatorial structures (20B25) Applications of logic to group theory (20A15) Model theory (03C99) Infinite automorphism groups (20B27) Finite geometry and special incidence structures (51Exx)

Related Items (4)

Automorphism groups of fields ⋮ The geometry of double loops ⋮ On free constructions ⋮ Automorphisms and semi-automorphisms of relational systems

Cites Work

• Amalgams and embeddings of projective planes
• Projektive Geometrien mit Homomorphismus
• Reguläre Graphen 3., 4. und 5. Grades mit vorgegebenen abstrakten Automorphismengruppen, Farbenzahlen und Zusammenhängen
• On projective and affine planes with transitive collineation groups
• Groups represented by homeomorphism groups. I
• Jede endliche Gruppe ist Automorphismengruppe einer endlichen Erweiterung K/Q
• The geometry of binary systems
• Tournaments with given regular group
• Nichtkommutative Geometrie und verallgemeinerte Hughes-Ebenen
• Group-universal unary varieties
• Hyperfree extensions of partial Klingenberg planes
• Dimension and automorphism groups of lattices
• Über geometrische Strukturen, die zu Permutationsgruppen gehören
• Homogene kompakte projektive Ebenen
• Embeddings and collineation groups of projective planes
• Automorphism groups of algebraic number fields
• Infinite digraphs with given regular automorphism groups
• Infinite quasigroups with given regular automorphism groups
• Vector representable matroids of given rank with given automorphism group
• On the groups of automorphisms of Steiner triple and quadruple systems
• Endliche Spiegelungsgruppen, die als Weylgruppen auftreten
• Model theory
• Automorphism and subalgebra structure in algebras of finite type
• Relations (graphs) with given infinite semigroups
• Symmetric relations (undirected graphs) with given semigroups
• Zusammenhänge zwischen Fastbereichen, scharf zweifach transitiven Permutationsgruppen und 2-Strukturen mit Rechtecksaxiom
• Freie Erweiterungen in der affinen Geometrie und in der Geometrie der Kreise. I; II
• How comprehensive is the category of semigroups?
• On the endomorphism semigroup (and category) of bounded lattices
• Model theory for infinitary logic. Logic with countable conjunctions and finite quantifiers
• Bericht über \({\mathfrak n}\)-affine Geometrien. (Comment on \({\mathfrak n}\)- affine geometries)
• Every finite graph is a full subgraph of a rigid graph
• Every group is the collineation group of some projective plane
• A note on automorphisms of groupoids
• Freie Minkowski-Ebenenerweiterungen
• Über eine scharf 3-fach transitiven Gruppen zugeordnete algebraische Struktur
• On a technique for representing semigroups as endomorphism semigroups of graphs with given properties
• Pathological projective planes: associate affine planes
• Graphs with Given Group and Given Graph-Theoretical Properties
• Homogeneous Universal Models.
• A Note on Automorphism Groups of Algebraic Number Fields
• The Amalgamation Property, the Universal-Homogeneous Models, and the Generic Models.
• Über die Modulschemata der Kurven vom Geschlecht 2 mit 1, 2 oder 3 Weierstraßpunkten.
• Algebraic structures with prescribed automorphism groups
• Homogeneous Universal Relational Systems.
• The Category of Graphs with a Given Subgraph-with Applications to Topology and Algebra
• Algebraic Extensions of Relational Systems.
• Tournaments With a Given Automorphism Group
• Graphs of Degree Three with a Given Abstract Group
• Embedding Theorems for Groups
• Lattices With a Given Abstract Group of Automorphisms
• Embedding Theorems for Multiplicative Systems and Projective Geometries
• Projective Planes
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