Haettu sana löytyi näillä lähdekielillä:
| Käännös | Konteksti |
|---|
| Adjektiivit |
| 1. | | matematiikka |
Esimerkit
- It is often convenient to view a monic arrow i: A \rightarrowtail C, defined in Chapter 1, as showing that A is a copy of a part of C, and that i maps the copy on to that part. For example, in Set, the monic arrows are the one-to-one functions and, clearly, if i is one-to-one then A is a copy of a subset of C, namely of the image of i.