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polydb [2019/04/25 10:06] – mradons | polydb [2020/09/01 14:09] – [polyDB] paffenholz |
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====== polyDB ====== | ====== polyDB ====== |
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''polyDB'' is a database for objects in discrete geometry and related areas. The database can be accessed from within polymake (attention: the version described on the following pages will only be included in the upcoming snapshot and release. The current command set for queries is slightly different. Check the output of ''help <command>'' in the polymake shell.). There is also a web interface at [[https://db.polymake.org|db.polymake.org]]. Internally, the database is build upon ''MongoDB'', and you can use the full ''MongoDB'' query language to send requests to the database. | ''polyDB'' is a database for objects in discrete geometry and related areas. The database can be accessed from within polymake or via a REST API. There is also a web interface at [[https://db.polymake.org|db.polymake.org]]. Internally, the database is build upon ''MongoDB'', and you can use the full ''MongoDB'' query language to send requests to the database. |
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| * [[user_guide:howto:polydb_tutorial|tutorial for querying the database]] |
| * [[polydb:rest:intro|(Experimental) polyDB REST API]] |
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* [[user_guide:howto:poly_db_tutorial|tutorial for querying the database]] | |
* [[user_guide:howto:poly_db_write|tutorial writing and creating new collections]] | |
* [[dev_corner:polydb_format|db layout and storage format]] | |
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====== Other data in polymake format ====== | ====== Other data in polymake format ====== |
* Andreas Paffenholz: [[http://www.mathematik.tu-darmstadt.de/~paffenholz/data.html|Various lists of polytopes]] | * Andreas Paffenholz: [[http://www.mathematik.tu-darmstadt.de/~paffenholz/data.html|Various lists of polytopes]] |
* [[http://www.math.tu-berlin.de/~springb|Boris Springborn]]: [[http://www.math.tu-berlin.de/~springb/typegallery|gallery of polyhedral types]] | * [[http://www.math.tu-berlin.de/~springb|Boris Springborn]]: [[http://www.math.tu-berlin.de/~springb/typegallery|gallery of polyhedral types]] |
* [[http://www3.mathematik.tu-darmstadt.de/hp/optimierung/herr-katrin/startseite.html|Katrin Herr]] and [[http://www.math.uni-rostock.de/~rehn/|Thomas Rehn]]: [[http://www.polymake.org/polytopes/core-point-polytopes/2-homog-groups/|2-homogeneous groups]] up to degree 12 and orbit polytopes of representatives of all their [[http://www.polymake.org/polytopes/core-point-polytopes/|core points]]. | * Katrin Herr and [[http://www.math.uni-rostock.de/~rehn/|Thomas Rehn]]: [[http://www.polymake.org/polytopes/core-point-polytopes/2-homog-groups/|2-homogeneous groups]] up to degree 12 and orbit polytopes of representatives of all their [[http://www.polymake.org/polytopes/core-point-polytopes/|core points]]. |
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