Nghĩa của từ group theory bằng Tiếng Việt

@Chuyên ngành kinh tế
-lý thuyết nhóm, quần thể (của hành vi học)
@Chuyên ngành kỹ thuật
-lý thuyết chùm
-lý thuyết nhóm

Đặt câu có từ "group theory"

Dưới đây là những mẫu câu có chứa từ "group theory", trong bộ từ điển Từ điển Anh - Việt. Chúng ta có thể tham khảo những mẫu câu này để đặt câu trong tình huống cần đặt câu với từ group theory, hoặc tham khảo ngữ cảnh sử dụng từ group theory trong bộ từ điển Từ điển Anh - Việt

1. Conjugation also has a meaning in group theory

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

3. Hewitt's works focus on two mathematic areas: abstract algebra and group theory.

4. But Atkins's introduction and chapters on operators, perturbation theory and group theory are enjoyable.

5. Group theory supplies the number and the degeneracies of orbital terms in a symmetrical molecule.

6. In addition to the inclusion of research lines in Number Theory, Group Theory and Combinatorics in 2011.

7. In a similar vein, geometric group theory employs geometric concepts, for example in the study of hyperbolic groups.

Theo lối tương tự, lý thuyết nhóm hình học áp dụng các khái niệm hình học, như nghiên cứu các nhóm hypebolic.

8. In mathematics, calculus, statistics, logic, vectors, tensors and complex analysis, group theory and topology were developed by Westerners.

9. Stammbach's research deals with homological algebra, specifically with its applications to group theory ( homology and cohomology of groups).

10. Hall, G. G. (1967), Applied group theory, American Elsevier Publishing Co., Inc., New York, MR 0219593, an elementary introduction.

Hall, G. G. (1967), Applied group theory, American Elsevier Publishing Co., Inc., New York, MR 0219593 , cuốn sách giới thiệu đại cương.

11. In 1932, he proved conjectures by Hermann Weyl on spectral theory, arising from the application of group theory to quantum mechanics.

Năm 1932, ông đã chứng minh giả thuyết của Hermann Weyl trong lý thuyết phổ, dẫn đến các ứng dụng của lý thuyết nhóm trong cơ học lượng tử.

12. Basic facts about all groups that can be obtained directly from the group axioms are commonly subsumed under elementary group theory.

Thực tế cơ bản về mọi nhóm có thể thu nhận trực tiếp từ các tiên đề nhóm thường được kết gộp vào lý thuyết nhóm cơ bản.

13. Papers over the next few years covered areas such as group theory, field theory, Lie rings, semigroups, Abelian groups and ring theory.

14. E In group theory, a branch of abstract algebra, a Cyclic group or monogenous group is a group that is generated by a single element.

15. Wolf considers applications of group theory to differential geometry and complex manifolds and applications of harmonic analysis to the theory of elementary particles and control theory.

16. Group theory, one of modern mathematics' oldest branches, has connections with theories of representation and coding, as well as with combinatorics, algebraic geometry, physics and chemistry.

17. They refer to mathematical terms of group theory and have many applications in twisty puzzles, so that many puzzle solutions are heavily or fully based on Commutators.

18. Coset (plural Cosets) ( algebra , group theory ) The set that results from applying a group's binary operation with a given fixed element of the group on each element of a given subgroup

19. In group theory, a sub-field of abstract algebra, a group cycle graph illustrates the various cycles of a group and is particularly useful in visualizing the structure of small finite groups.

20. Lie's idée fixe was to develop a theory of symmetries of differential equations that would accomplish for them what Évariste Galois had done for algebraic equations: namely, to classify them in terms of group theory.

21. [16], [15], [11].Sobolev [14,15] introduced group theory into the construction of Cubature formulae by considering orbits X ι under a finite subgroup G of the orthogonal group O(d).Thus spherical polytopes and root systems (cf

22. Examples in mathematics and in applications are given for all these types, from geometry (configurations and geometrical processes), from algebra (group theory) from analysis (f.i. bifurcation in nonlinear integral equations) and from applications (population, network of railways, planning a.o.)