| • यूक्लिडीय डोमेन | |
| euclidean: इयूक्लिडियन | |
| domain: कार्यक्षेत्र | |
euclidean domain मीनिंग इन हिंदी
euclidean domain उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- This led to modern abstract algebraic notions such as Euclidean domains.
- The unique factorization of Euclidean domains is useful in many applications.
- The quadratic integer rings are helpful to illustrate Euclidean domains.
- The rings for which such a theorem exists are called Euclidean domains.
- This algorithm and the associated proof may also be extended to any Euclidean domain.
- Again, the converse is not true : not every PID is a Euclidean domain.
- All Euclidean domains are principal ideal domains.
- Any Euclidean domain is a unique factorization domain ( UFD ), although the converse is not true.
- Important examples are polynomial rings over the integers or over a field, Euclidean domains and principal ideal domains.
- Examples of Euclidean domains include fields, polynomial rings in one variable over a field, and the Gaussian integers.
