On the characteristic of integral point sets in E_hnm

to connected objects

Location: Deutsche Nationalbibliothek Frankfurt am Main

Extent: Online-Ressource

Language: Englisch

Classification: Mathematik

Keyword: Geometrische Kombinatorik
Kombinatorik

Event: Veröffentlichung

(where): [Bayreuth]

(who): [Univ.-Bibliothek]

(when): 2005

Creator: Kurz, Sascha

URN: urn:nbn:de:bvb:703-opus-1918

Rights: Der Zugriff auf das Objekt ist unbeschränkt möglich.

Last update: 25.03.2025, 1:47 PM CET

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Associated

Kurz, Sascha
[Univ.-Bibliothek]

Time of origin

2005

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Inclusion maximal integral point sets over finite fields

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Counting polyominoes with minimum perimeter

There are integral heptagons, no three points on a line, no four on a circle

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Demand forecasting for companies with many branches, low sales numbers per product, and non-recurring orderings

A note on Erdös diophantine graphs and diophantine carpets

Bounds for the minimum oriented diameter

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On the characteristic of integral point sets in E_hnm

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Other Objects (12)

Integral point sets over finite fields

Enumeration of integral tetrahedra

Integral point sets over Zmn

Maximal integral point sets over Z2

Inclusion maximal integral point sets over finite fields

On the minimum diameter of plane integral point sets

Counting polyominoes with minimum perimeter

There are integral heptagons, no three points on a line, no four on a circle

A bijection between the d-dimensional simplices with distances in _4241,2_425 and the partitions of d+1

Demand forecasting for companies with many branches, low sales numbers per product, and non-recurring orderings

A note on Erdös diophantine graphs and diophantine carpets

Bounds for the minimum oriented diameter

Integral point sets over finite fields

Enumeration of integral tetrahedra

Integral point sets over Zmn

Maximal integral point sets over Z2

Inclusion maximal integral point sets over finite fields

On the minimum diameter of plane integral point sets

Counting polyominoes with minimum perimeter

There are integral heptagons, no three points on a line, no four on a circle

A bijection between the d-dimensional simplices with distances in _4241,2_425 and the partitions of d+1

Demand forecasting for companies with many branches, low sales numbers per product, and non-recurring orderings

A note on Erdös diophantine graphs and diophantine carpets

Bounds for the minimum oriented diameter

Integral point sets over finite fields

Enumeration of integral tetrahedra

Integral point sets over Zmn

Maximal integral point sets over Z2

Inclusion maximal integral point sets over finite fields

On the minimum diameter of plane integral point sets

Counting polyominoes with minimum perimeter

There are integral heptagons, no three points on a line, no four on a circle

A bijection between the d-dimensional simplices with distances in _4241,2_425 and the partitions of d+1

Demand forecasting for companies with many branches, low sales numbers per product, and non-recurring orderings

A note on Erdös diophantine graphs and diophantine carpets

Bounds for the minimum oriented diameter

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