Ir al contenido (pulsa Retorno)

Universitat Politècnica de Catalunya

    • Català
    • Castellano
    • English
    • LoginRegisterLog in (no UPC users)
  • mailContact Us
  • world English 
    • Català
    • Castellano
    • English
  • userLogin   
      LoginRegisterLog in (no UPC users)

UPCommons. Global access to UPC knowledge

Banner header
14.382 Articles in journals published by the UPC
You are here:
View Item 
  •   DSpace Home
  • Revistes
  • Structural topology
  • 1986 núm 12
  • View Item
  •   DSpace Home
  • Revistes
  • Structural topology
  • 1986 núm 12
  • View Item
JavaScript is disabled for your browser. Some features of this site may not work without it.

Polytaxic Polygons

Thumbnail
View/Open
st12-04-a1-ocr.pdf (851,6Kb)
  View UPCommons Usage Statistics
  LA Referencia / Recolecta stats
Includes usage data since 2022
Cita com:
hdl:2099/1028

Show full item record
Martin, George E.
Document typeArticle
Defense date1986
PublisherUniversité du Québec à Montréal
Rights accessOpen Access
All rights reserved. This work is protected by the corresponding intellectual and industrial property rights. Without prejudice to any existing legal exemptions, reproduction, distribution, public communication or transformation of this work are prohibited without permission of the copyright holder
Abstract
Habituellement, un protopavé est dit m-morphique si des copies congruentes du protopavé pavent le plan d’exactement m faqons non congruentes. I1 existe des protopavés r-morphiques connus pour r 5 10. Ici, un protopavé est défini comme étant t-taxique si des copies directement congruentes du protopavé pavent le plan d’exactement t façons non directement congruentes; un protopavé est appelé p-poïque si des copies directement congruentes du protopavé pavent le plan d’exactement p façons non congruentes. De nombreux exemples sont fournis, dont des polyominos 7-poïques et un polyomino 8-taxique.
 
It is customary to say aprototile is 2m-morphic if congruent copies of the prototile tile the plane in exactly m noncongruent ways. There are known r-morphic prototiles for r ≤ 10. A prototile is defined here to be t-taxic if directly congruent copies of the prototile tile the plane in exactly t not directly congruent ways; a prototile is called p-poic if directly congruent copies of the prototile tile the plane in exactly p noncongruent ways. Numerous examples are given, including 7-poic polyominoes and one 8-taxic polyomino.
CitationMartin, George E.. "Polytaxic Polygons". Structural Topology, 1986, núm. 12 
URIhttp://hdl.handle.net/2099/1028
ISSN0226-9171
Collections
  • Structural topology - 1986 núm 12 [8]
  View UPCommons Usage Statistics

Show full item record

FilesDescriptionSizeFormatView
st12-04-a1-ocr.pdf851,6KbPDFView/Open

Browse

This CollectionBy Issue DateAuthorsOther contributionsTitlesSubjectsThis repositoryCommunities & CollectionsBy Issue DateAuthorsOther contributionsTitlesSubjects

© UPC Obrir en finestra nova . Servei de Biblioteques, Publicacions i Arxius

info.biblioteques@upc.edu

  • About This Repository
  • Metadata under:Metadata under CC0
  • Contact Us
  • Send Feedback
  • Privacy Settings
  • Inici de la pàgina