C-semiring - Wikipedia

It is proposed that this article be deleted because of the following concern:

This article has existed since 2004, and since this time nobody has been able to agree upon what the definition of a C-semiring actually is. If you look at the article's history, you will see that every couple of years the definition has been altered, and there have been several very different definitions throughout this time. As the article currently stands, a C-semiring is defined as being just an idempotent semiring, and therefore there is no need for the article since idempotent semirings are defined in the article 'Semiring'. Moreover there are no sources and no mathematics concerning C-semirings has actually been presented, so unless somebody can present a non-trivial part of the theory of C-semirings the article should be deleted.

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{{subst:proposed deletion notify|C-semiring|concern=This article has existed since 2004, and since this time nobody has been able to agree upon what the definition of a C-semiring actually is. If you look at the article's history, you will see that every couple of years the definition has been altered, and there have been several very different definitions throughout this time. As the article currently stands, a C-semiring is defined as being just an idempotent semiring, and therefore there is no need for the article since idempotent semirings are defined in the article 'Semiring'. Moreover there are no sources and no mathematics concerning C-semirings has actually been presented, so unless somebody can present a non-trivial part of the theory of C-semirings the article should be deleted.}} ~~~~

Timestamp: 20190603121522 12:15, 3 June 2019 (UTC)
Administrators: delete

A c-semiring is a semiring with idempotent addition.

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