Combinatorial methods in noncommutative ring theory (COIMBRA)

Mathematics

1. Nilpotent 100%
2. Nil 81%
3. Yang-Baxter Equation 70%
4. Division Ring 60%
5. Differential Polynomial 60%
6. Jacobson Radical 56%
7. Polynomial 56%
8. Matrix 50%
9. Engel Group 40%
10. Prime Ideal 40%
11. Commutator 40%
12. Multiplicative 33%
13. Nontrivial Solution 30%
14. Division Algebra 30%
15. Open Question 30%
16. Graded Algebra 26%
17. Symmetric Group 20%
18. Commutativity 20%
19. Brown-McCoy Radical 20%
20. Adjoint Group 20%
21. Chebyshev Polynomial 20%
22. Defining Relation 20%
23. Quadratic Algebras 20%
24. Complete Intersection 20%
25. Graded Ring 20%
26. Growth Function 20%
27. Irreducibles 20%
28. Z-Module 20%
29. Theoretic Method 20%
30. Wedderburn 20%
31. Line Graph 20%
32. Adjacency Matrix 20%
33. Resolution Of Singularities 20%
34. Complete Classification 20%
35. Finiteness 20%
36. Solvability 20%
37. Vector Space 20%
38. Positive Integer 16%
39. Skew Polynomial Ring 13%
40. Near-Ring 13%
41. Algebra over a Field 10%
42. Left Ideal 10%
43. Algebraically Closed Field 10%
44. Related Result 10%
45. Finite Solution 10%
46. Tensor 10%
47. Odd Number 10%
48. Exponential Growth 10%
49. Commutator Subgroup 10%
50. Lie Product 10%
51. Multiplicative Group 8%
52. Modulo 6%
53. Associative Algebra 6%
54. Computed Value 6%
55. Error Analysis 6%
56. Diagonal 6%
57. Diagonalmatrix 6%
58. Unital Ring 6%
59. Identity Map 6%
60. Perpendicularity 6%
61. Recurrence Relation 6%
62. Numerical Example 6%
63. Lower and upper bounds 6%
64. Ring Extension 6%
65. Power Series 6%
66. Locally nilpotent derivation 6%
67. Prime Number 5%
68. Arbitrary Field 5%
69. Direct Sum 5%
70. Cardinality 5%
71. One to one correspondence 5%