Classification of large partial plane spreads in PG(6,2) and related combinatorial objects

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Location: Deutsche Nationalbibliothek Frankfurt am Main

Extent: Online-Ressource

Language: Englisch

Classification: Mathematik

Event: Veröffentlichung

(where): Bayreuth

(who): Universität Bayreuth

(when): 2016

Creator: Honold, Thomas
Kiermaier, Michael
Kurz, Sascha

URN: urn:nbn:de:bvb:703-epub-2920-7

Rights: Der Zugriff auf das Objekt ist unbeschränkt möglich.

Last update: 14.08.2025, 10:55 AM CEST

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Honold, Thomas
Kiermaier, Michael
Kurz, Sascha
Universität Bayreuth

Time of origin

2016

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Classification of large partial plane spreads in PG(6,2) and related combinatorial objects

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Other Objects (12)

Classification of large partial plane spreads in PG(6,2) and related combinatorial objects

Upper bounds for partial spreads

Upper bounds for partial spreads

Improved upper bounds for partial spreads

Konstruktion und Eigenschaften ganzzahliger Punktmengen

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Counting polyominoes with minimum perimeter

Are weighted games sufficiently good for binary voting?

On the characteristic of integral point sets in E_hnm

Integral point sets over finite fields

Computer classification of linear codes based on lattice point enumeration and integer linear programming

Classification of large partial plane spreads in PG(6,2) and related combinatorial objects

Upper bounds for partial spreads

Upper bounds for partial spreads

Improved upper bounds for partial spreads

Konstruktion und Eigenschaften ganzzahliger Punktmengen

Partial spreads and vector space partitions

Partial spreads and vector space partitions

Counting polyominoes with minimum perimeter

Are weighted games sufficiently good for binary voting?

On the characteristic of integral point sets in E_hnm

Integral point sets over finite fields

Computer classification of linear codes based on lattice point enumeration and integer linear programming

Classification of large partial plane spreads in PG(6,2) and related combinatorial objects

Upper bounds for partial spreads

Upper bounds for partial spreads

Improved upper bounds for partial spreads

Konstruktion und Eigenschaften ganzzahliger Punktmengen

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Are weighted games sufficiently good for binary voting?

On the characteristic of integral point sets in E_hnm

Integral point sets over finite fields

Computer classification of linear codes based on lattice point enumeration and integer linear programming

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