%D8%B2%D9%85%D8%B1%D8%A9_%D9%86%D9%82%D8%B7%D9%8A%D8%A9Grup_puntual_de_simetriaCategory:Point_groupsPunktgruppePoint_groupGrupo_puntualGroupe_ponctuel_de_sym%C3%A9trie%D7%97%D7%91%D7%95%D7%A8%D7%AA_%D7%A1%D7%99%D7%9E%D7%98%D7%A8%D7%99%D7%95%D7%AA_%D7%A0%D7%A7%D7%95%D7%93%D7%AA%D7%99%D7%AA%E7%82%B9%E7%BE%A4%EC%A0%90%EA%B5%B0PuntgroepGrupo_pontualClas%C4%83_cristalografic%C4%83%D0%A2%D0%BE%D1%87%D0%B5%D1%87%D0%BD%D0%B0%D1%8F_%D0%B3%D1%80%D1%83%D0%BF%D0%BF%D0%B0_%D1%81%D0%B8%D0%BC%D0%BC%D0%B5%D1%82%D1%80%D0%B8%D0%B8Bodov%C3%A1_grupaTo%C4%8Dkovna_grupa%D0%A2%D0%BE%D1%87%D0%BA%D0%BE%D0%B2%D0%B0_%D0%B3%D1%80%D1%83%D0%BF%D0%B0Q899720%E9%BB%9E%E7%BE%A4
about
P1629
hexagonal-pyramidaltrigonal-dipyramidalhexagonal-dipyramidalhexagonal-trapezoidaldihexagonal-pyramidalditrigonal-dipyramidaldihexagonal-dipyramidaltrigonal-pyramidaltrigonal-rhombohedraltrigonal-trapezoidalditrigonal pyramidalditrigonal scalahedraltetragonal-pyramidaltetragonal-disphenoidaltetragonal-dipyramidaltetragonal-trapezohedralditetragonal-pyramidaltetragonal-scalenohedralditetragonal-dipyramidalorthorhombic-bipyramidal
P31
Q13359926-daf80a15-49aa-f65c-6001-a068640a1d9cQ13359928-27c90bbb-4129-4339-36a5-fb812c9600aeQ13359929-888e3db6-4de5-f890-7f0c-dc3f2c9dc7ecQ13359930-37568f8a-4629-4e1c-3e46-bf133c93d077Q13359931-a22d294b-4c98-0155-5292-0ac927e438b8Q13364032-eeacbee8-44cc-ea96-7904-b08c0193b8caQ13364035-35a30b14-4509-32cd-fb9f-9abb4a3121ccQ13364039-c9a2221a-4248-e06c-ffbc-fa0d88027168Q13364108-dda0ef89-4fe8-f461-3093-5f011a1cc945Q13364111-ad67783d-4113-5f1e-275a-8e90978f1d56Q13364114-cd4442f9-4809-97f6-d17a-93ef28fe29abQ13364171-5ef9b714-4d29-7252-fe22-42a0e130f5c5Q13364174-73166edb-444d-dcc4-49cb-d5678c136144Q898786-9f5c0394-4e11-f80f-5e11-78a3cb2ba955q899033-71e50fbd-4164-c0bb-4218-4f9bd57a6ed4
P279
Q13364039-fbcde2c1-4c13-af69-b231-86279a1f21fdq13362357-234284c0-4286-7bc8-1838-efc35e8009faq13362359-38d43b44-4ae2-10bf-5e3e-ac2b34d3ad4aq13362361-f8c73c73-4950-b222-07ad-f18a374ebc65q13362363-70b0738b-4ecb-0e47-1ab5-9144800fda47q13362365-d66b7cdf-42b7-903b-b32a-c610a6a3ec4eq13362367-0bcae58c-470b-3aa4-2121-6ba126659b70q13362368-0d83d85c-4b0c-d6e2-673e-7647be1879f1q13362461-33fb0085-43be-f934-1790-c9d620d650eaq13362463-f285687b-4cf4-f1ef-1520-7223849f7c2bq13362465-f0ee8adb-47c8-56d6-950e-065cf2bd17a2q13362468-d93ef640-4d86-eb81-f075-706431420bb0q13362471-b9df8ab5-49f4-ff20-f78a-e5fac9387034q13363946-335a072f-4650-11ff-831d-e4ca7a812600q13363949-7e9692c1-4b9c-26fc-0724-97d422e01626q13363950-9a0806ef-42c8-1c8f-c350-fc5f63c905c5q13363952-492b5703-4b99-4912-dd45-f54df4bc0a69q13363955-9684965c-4981-dbaf-5a94-a8e20f5ad281q13363957-e98c9926-4115-6d1a-f876-9c883e0df05bq13363960-ed8da503-4591-f337-0f3a-0cf3e643658f
P31
description
Puntu batean elkar ebakitzen d ...... nbinazio posibleetako bakoitza
@eu
group of geometric symmetries (isometries) that keep at least one point fixed
@en
grup de simetria
@ca
grupa geometrijskih simetrija oko barem jedne fiksne tačke
@bs
sous-groupe d'un groupe orthogonal composé d'isométries
@fr
spezieller Typus einer Symmetriegruppe der euklidischen Geometrie
@de
un gruppo di isometrie che conservano almeno un punto fisso
@it
група геамэтрычных сымэтрыяў (ізамэтрыі)
@be-tarask
כלי מתמטי שימושי בהנדסת המרחב וקריסטלוגרפיה
@he
数学における移動操作のうち、少なくとも1つの不動点を持つものを元とする群
@ja
name
Bodová grupa
@sk
Clasă cristalografică
@ro
Punktgruppe
@de
Točkovna grupa
@sl
bodová grupa
@cs
groupe ponctuel de symétrie
@fr
grup puntual
@ca
grupa oko tačke
@bs
grupa punktowa
@pl
grupo pontual de simetria
@pt
type
label
Bodová grupa
@sk
Clasă cristalografică
@ro
Punktgruppe
@de
Točkovna grupa
@sl
bodová grupa
@cs
groupe ponctuel de symétrie
@fr
grup puntual
@ca
grupa oko tačke
@bs
grupa punktowa
@pl
grupo pontual de simetria
@pt
altLabel
Groupe cristallographique
@fr
Grupo puntual de simetria
@es
Grupo puntual de simetría
@es
Kristallklasse
@de
Punktgruppen
@de
Symmetriepunktgruppe
@de
Točkovna skupina
@sl
classe cristalline
@fr
gruppo cristallino
@it
gruppo cristallografico
@it
prefLabel
Bodová grupa
@sk
Clasă cristalografică
@ro
Punktgruppe
@de
Točkovna grupa
@sl
bodová grupa
@cs
groupe ponctuel de symétrie
@fr
grup puntual
@ca
grupa oko tačke
@bs
grupa punktowa
@pl
grupo pontual de simetria
@pt
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point-groups