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- Space_group abstract "In mathematics and geometry, a space group is the symmetry group of a configuration in space, usually in three dimensions. In three dimensions, there are 219 distinct types, or 230 if chiral copies are considered distinct. Space groups are also studied in dimensions other than 3 where they are sometimes called Bieberbach groups, and are discrete cocompact groups of isometries of an oriented Euclidean space.In crystallography, space groups are also called the crystallographic or Fedorov groups, and represent a description of the symmetry of the crystal. A definitive source regarding 3-dimensional space groups is the International Tables for Crystallography (Hahn (2002)).".
- Space_group wikiPageExternalLink explore_symmetry.html.
- Space_group wikiPageExternalLink sginfo.
- Space_group wikiPageExternalLink hall_symbols.html.
- Space_group wikiPageExternalLink spcgrp.
- Space_group wikiPageExternalLink mainmenu.htm.
- Space_group wikiPageExternalLink A.
- Space_group wikiPageExternalLink pointgroups.
- Space_group wikiPageExternalLink 1045604675.
- Space_group wikiPageExternalLink Fibrifolds-Princeton%201999.pdf.
- Space_group wikiPageExternalLink Download.html.
- Space_group wikiPageExternalLink www.cryst.ehu.es.
- Space_group wikiPageExternalLink index.php?id=166&ID=380406.
- Space_group wikiPageExternalLink 17.html.
- Space_group wikiPageExternalLink node45.html.
- Space_group wikiPageExternalLink node9.html.
- Space_group wikiPageExternalLink www.iucr.org.
- Space_group wikiPageExternalLink space_groups.html.
- Space_group wikiPageID "463721".
- Space_group wikiPageRevisionID "605833647".
- Space_group author1Link "John Horton Conway".
- Space_group author4Link "William Thurston".
- Space_group author5Link "Hans Zassenhaus".
- Space_group first "E.".
- Space_group first "Hans".
- Space_group first "Harold".
- Space_group first "Joachim".
- Space_group first "Rolf".
- Space_group hasPhotoCollection Space_group.
- Space_group id "C/c027190".
- Space_group isbn "978".
- Space_group issn "138".
- Space_group issue "2".
- Space_group journal "Beiträge zur Algebra und Geometrie. Contributions to Algebra and Geometry".
- Space_group last "Brown".
- Space_group last "Bülow".
- Space_group last "Conway".
- Space_group last "Delgado Friedrichs".
- Space_group last "Huson".
- Space_group last "Neubüser".
- Space_group last "Thurston".
- Space_group last "Vinberg".
- Space_group last "Wondratschek".
- Space_group last "Zassenhaus".
- Space_group location "New York".
- Space_group pages "475".
- Space_group publisher "Wiley-Interscience [John Wiley & Sons]".
- Space_group title "Crystallographic group".
- Space_group title "Crystallographic groups of four-dimensional space".
- Space_group title "On three-dimensional space groups".
- Space_group url 17.html.
- Space_group volume "42".
- Space_group year "1978".
- Space_group year "2001".
- Space_group subject Category:Crystallography.
- Space_group subject Category:Discrete_groups.
- Space_group subject Category:Finite_groups.
- Space_group subject Category:Mineralogy.
- Space_group subject Category:Symmetry.
- Space_group type Abstraction100002137.
- Space_group type DiscreteGroups.
- Space_group type FiniteGroups.
- Space_group type Group100031264.
- Space_group comment "In mathematics and geometry, a space group is the symmetry group of a configuration in space, usually in three dimensions. In three dimensions, there are 219 distinct types, or 230 if chiral copies are considered distinct.".
- Space_group label "Groupe d'espace".
- Space_group label "Grupa przestrzenna".
- Space_group label "Grupo de espaço".
- Space_group label "Gruppo spaziale".
- Space_group label "Raumgruppe".
- Space_group label "Ruimtegroep".
- Space_group label "Space group".
- Space_group label "Кристаллографическая группа".
- Space_group label "زمرة فراغية".
- Space_group label "空間群".
- Space_group label "空间群".
- Space_group sameAs Raumgruppe.
- Space_group sameAs Groupe_d'espace.
- Space_group sameAs Gruppo_spaziale.
- Space_group sameAs 空間群.
- Space_group sameAs 공간군.
- Space_group sameAs Ruimtegroep.
- Space_group sameAs Grupa_przestrzenna.
- Space_group sameAs Grupo_de_espaço.
- Space_group sameAs m.02cm42.
- Space_group sameAs Q899033.
- Space_group sameAs Q899033.
- Space_group sameAs Space_group.
- Space_group wasDerivedFrom Space_group?oldid=605833647.
- Space_group isPrimaryTopicOf Space_group.