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Partial geometry

An incidence structure C = ( P , L , I ) {\displaystyle C=(P,L,I)} consists of a set ⁠ P {\displaystyle P} ⁠ of points, a set ⁠ L {\displaystyle L} ⁠ of lines, and an incidence relation, or set of flags, I ⊆ P × L {\displaystyle I\subseteq P\times L} ; a point p {\displaystyle p} is said to be incident with a line l {\displaystyle l} if ⁠ ( p , l ) ∈ I…

Properties, Special cases & Generalisations

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Properties

Collinearity graphStrongly regular graph
2 related topics

Special cases

Generalized quadranglesSteiner systems
2 related topics

Generalisations

Partial linear space
1 related topics

Overview

Incidence structureIntegers
2 related topics

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Properties

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Map overview Semantic statistics

Partial geometry

Nodes12
Edges11
Triples2
Avg. degree1.83
Density0.166667
Components1

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Partial geometry

Top relations

related to Generalisations · 2
Partial geometry → Every, If

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Important terminology

displaystyle alpha partial incident geometry points point line geometries mathrm pg lines strongly regular mu exactly parameters integers graph -1

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Partial geometryrelated to GeneralisationsIf0.60section
Partial geometryrelated to GeneralisationsEvery0.60section

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    Min side: 3
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