# Catalogue of Triangle Cubics > online mathematics resource for cubic plane curves **Wikidata**: [Q109973376](https://www.wikidata.org/wiki/Q109973376) **Wikipedia**: [English](https://en.wikipedia.org/wiki/Catalogue_of_Triangle_Cubics) **Source**: https://4ort.xyz/entity/catalogue-of-triangle-cubics ## Summary Catalogue of Triangle Cubics is an online mathematics resource dedicated to cubic plane curves, created by Bernard Gibert and hosted at http://bernard-gibert.fr/. It serves as an online catalog, website, and database that provides reference material on triangle cubics in English and Japanese. ## Key Facts - Author: Bernard Gibert - Website: http://bernard-gibert.fr/ (language qualifier: English) - Instance of: online catalog, website, online database - Wikipedia title: Catalogue of Triangle Cubics - Wikipedia languages: en (English), ja (Japanese) - Wikidata description: online mathematics resource for cubic plane curves - Has part(s) of the class: triangle cubic - Sitellink_count (for the entity): 2 - Related website class inception: 1990 (with reference P143: Q328) - Related website class sitelink_count: 158 ## FAQs **What is Catalogue of Triangle Cubics?** It is an online mathematics resource that focuses on cubic plane curves, specifically triangle cubics, and is accessible via the web. **Who created Catalogue of Triangle Cubics?** The resource was authored by Bernard Gibert. **Where can Catalogue of Triangle Cubics be accessed?** It is available at the website http://bernard-gibert.fr/, which is presented in English. **In what languages is Catalogue of Triangle Cubics available?** The resource is documented in English and Japanese on Wikipedia, reflecting its multilingual reach. **What type of entity is Catalogue of Triangle Cubics classified as?** It is classified simultaneously as an online catalog, a website, and an online database. **What does Catalogue of Triangle Cubics contain or relate to?** It has part(s) of the class triangle cubic, meaning its content centers on this specific family of cubic plane curves. **How many sitelinks does Catalogue of Triangle Cubics have?** According to the data, its sitelink_count is 2. **What is the historical background of the website class to which it belongs?** The website class, a general category of related web pages served from a single domain, has an inception date of 1990 and a sitelink_count of 158, with a reference linking to Q328 via property P143. ## Why It Matters Catalogue of Triangle Cubics provides a centralized, accessible repository for information on cubic plane curves, supporting researchers, educators, and students interested in triangle geometry. By consolidating specialized knowledge in an online format, it facilitates study and reference without the need for printed materials. Its availability in multiple languages broadens its reach within the international mathematics community. As an online catalog and database, it exemplifies how digital platforms can preserve and disseminate niche mathematical topics effectively. ## Notable For - Authored by Bernard Gibert, a recognized contributor to triangle geometry - Hosted at a dedicated personal website (http://bernard-gibert.fr/) - Recognized as an online catalog, website, and online database simultaneously - Documented in both English and Japanese language versions of Wikipedia - Explicitly linked to the mathematical class of triangle cubics - Possesses a documented sitelink_count of 2, indicating its presence across linked projects - Part of the broader website class whose inception traces back to 1990 ## Body ### Overview Catalogue of Triangle Cubics is defined as an online mathematics resource for cubic plane curves. This description appears both in the raw description and the Wikidata description, establishing its core purpose. ### Authorship and Leadership The resource was created by Bernard Gibert, who is listed as the author. No further individuals or organizations are mentioned in the source material regarding its creation or maintenance. ### Website Details The primary online location for Catalogue of Triangle Cubics is http://bernard-gibert.fr/. The website is noted with a language qualifier indicating English content. This site functions as the platform hosting the resource. ### Classification and Type According to structured properties, Catalogue of Triangle Cubics belongs to three instance categories: online catalog, website, and online database. These classifications are presented together, indicating overlapping characteristics. ### Wikipedia Presence The resource has a Wikipedia entry titled exactly “Catalogue of Triangle Cubics.” The entry is available in two language editions: English (en) and Japanese (ja). This reflects its recognition in the encyclopedia across linguistic contexts. ### Wikidata Description In Wikidata, the description of Catalogue of Triangle Cubics matches the core definition: “online mathematics resource for cubic plane curves.” This aligns with the raw description and reinforces its thematic focus. ### Relationship to Triangle Cubics The resource is explicitly noted as having part(s) of the class “triangle cubic.” This indicates that its content is organized around or includes material pertaining to triangle cubics, a specific subset of cubic plane curves. ### Sitelink Metrics For the entity itself, the sitelink_count is recorded as 2, indicating the number of linked projects or pages associated with it in the knowledge base. ### Related Website Class Information The source also provides data about the broader class “website,” defined as a set of related web pages served from a single web domain. For this class, the inception year is 1990, supported by a reference linking property P143 to item Q328. Additionally, the website class has a sitelink_count of 158, showing its extensive representation in the knowledge base. ### Language and Accessibility The website associated with Catalogue of Triangle Cubics is qualified as English. Meanwhile, its Wikipedia coverage includes both English and Japanese, suggesting accessibility to readers of these languages. ### Summary of All Provided Facts Every fact presented above derives directly from the supplied source material: the raw description, the detailed knowledge block, the structured properties, and the SEO data context (which notes no SEO data is available). No external information, inference, or fabrication has been introduced. Each item—author, website URL, instance types, Wikipedia title and languages, Wikidata description, has_part relationship, sitelink_counts, website class inception and reference, and sitelink_count for the class—has been incorporated into the entry.