Provenance: space group
The published history of this term as a W3C PROV-O graph, including definitions and revisions, AI-assisted activity, examples and featured selections, comments, and votes. Click a node for details, or download the graph as PROV-O Turtle.
Timeline
- Term "space group" created
Oct 20, 2025 at 8:37 PM UTC
- Definition 1 · revision 1 writtenElif Ertekin
Oct 20, 2025 at 8:37 PM UTC
Initial contribution The group of isometries acting on Euclidean space that contains a subgroup of three linearly independent translations.
- Downvoted definition 1 · revision 1A community member
Oct 20, 2025 at 8:37 PM UTC
- Definition 2 · revision 1 generated by AIgemma3revision 53
Oct 20, 2025 at 8:37 PM UTC
AI-generated definition A mathematical group describing the symmetry operations of a crystal structure.
- Upvoted AI-authored definition 2 · revision 1A community member
Oct 20, 2025 at 8:37 PM UTC
- Upvoted AI-authored definition 2 · revision 1A community member
Oct 20, 2025 at 8:37 PM UTC
- Upvoted AI-authored definition 2 · revision 1A community member
Sep 8, 2026 at 7:09 PM UTC
- Revision guidance submitted for definition 2 · revision 1Colton Gerber
Sep 8, 2026 at 7:36 PM UTC
Would be nice to have a less mathematical definition after, clarifying that in practice it describes the symmetry (reflections, rotations, translations, inversions, if those are all the right ones) of a crystal structure. Another much more …
- AI generated a revision suggestiongemma4:26brevision-suggestion
Sep 8, 2026 at 7:36 PM UTC
A mathematical group describing the symmetry operations of a crystal structure—such as rotations, reflections, inversions, and translations—formally defined as the group of isometries acting on Euclidean space that contains a subgroup of th…
- Definition 3 · revision 1 published with AI assistancegemma4:26brevision 102
Sep 8, 2026 at 7:37 PM UTC
AI-assisted suggested revision A mathematical group describing the symmetry operations of a crystal structure—such as rotations, reflections, inversions, and translations—formally defined as the group of isometries acting on Euclidean space that contains a subgroup of th…
- Upvoted AI-authored definition 2 · revision 1A community member
Sep 10, 2026 at 4:53 PM UTC