finite field वाक्य
उदाहरण वाक्य
मोबाइल
- Let L / K be a finite field extension.
- Now consider the finite field as an extension of.
- In particular, the finite field has a ( constant ) generator element.
- For finite fields the Weil group is infinite cyclic.
- In some important cases, for example finite fields, ? is surjective.
- Important examples are linear algebraic groups over finite fields.
- Irreducible polynomials allow us to construct the finite fields of non prime order.
- From the finite field you construct an elliptic curve.
- There are efficient algorithms for testing polynomial irreducibility and factoring polynomials over finite field.
- See also general linear group over finite fields.
- Andr?Weil was especially interested in algebraic geometry over finite fields and other rings.
- Let be a curve of genus defined over, the finite field with elements.
- While no finite field is infinite, there are infinitely many different finite fields.
- While no finite field is infinite, there are infinitely many different finite fields.
- For example, all finite fields are perfect.
- This is the main motivation to define the cosine transform over prime finite fields.
- This group is isomorphic to the absolute Galois group of an arbitrary finite field.
- How does this work over a finite field?
- The construction also works over finite fields, providing examples in finite projective planes.
- The ring of integers modulo is a finite field if and only if is prime.
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