conjugate algebraic number in Vietnamese

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Sentence patterns related to "conjugate algebraic number"

1. Also, any constructible number is an algebraic number.

2. See also algebraic number field.

3. Packet loss concealment for a conjugate structure algebraic code excited linear prediction decoder

4. The answer is always an algebraic number.

5. Algebraic number theory studies various number rings that generalize the set of integers.

6. Number theory, field theory, algebraic geometry, algebra, group theory

7. Commutative algebra is essentially the study of the rings occurring in algebraic number theory and algebraic geometry

8. A conjugate gradient iterative procedure was used to solve the algebraic problems arising from those two approximate schemes.

9. Kresa was the first to introduce algebraic number to trigonometry.

10. The IMCONJUGATE(complex number) returns the conjugate of a complex number of form x+yi

11. A separate inspiration for F1 came from algebraic number theory.

12. The complex number qdχ(g)/n is an algebraic integer.

13. He works in algebraic geometry, representation theory, and number theory.

14. Further branches crucially applying groups include algebraic geometry and number theory.

15. Let X be an algebraic variety defined over a number field.

16. He also wrote on algebraic geometry, number theory, and integral equations.

17. The Hermitian Adjoint of a complex number is the complex conjugate of […]

18. In algebraic number theory, the rings of algebraic integers are Dedekind rings, which constitute therefore an important class of Commutative rings.

19. The rough subdivision of number theory into its modern subfields—in particular, analytic and algebraic number theory.

20. Using tools of algebraic number theory, Andrew Wiles proved Fermat's Last Theorem.

21. He has contributed to number theory and related parts of algebraic geometry.

22. This is one of the main results of classical algebraic number theory.

23. Class field theory is a branch of algebraic number theory which seeks to classify all the abelian extensions of a given algebraic number field, meaning Galois extensions with abelian Galois group.

24. In this section, we want to show that the class number of an algebraic number field is finite.

25. He took up Waring's problem in algebraic number fields and got interesting results.