Martin Mathieu

Mathematics

1. C-Algebras 100%
2. Operators 43%
3. Zeros 43%
4. Banach Algebras 41%
5. Multiplier 37%
6. Homomorphism 32%
7. Algebra 29%
8. Classes 21%
9. Semisimple 16%
10. Linear Mapping 14%
11. Von Neumann Algebra 13%
12. Linear Map 10%
13. Nilpotent 10%
14. Operator Algebra 10%
15. Weakly Compact 10%
16. Sufficient Condition 10%
17. Conditionals 10%
18. Mathematics 10%
19. Commutative Banach Algebras 10%
20. Codomain 10%
21. Normed Algebra 10%
22. Bounded Operator 10%
23. Commutant 10%
24. Open Mapping 10%
25. Homological Algebra 10%
26. Injective Envelope 9%
27. Subalgebra 8%
28. Sheaf Cohomology 7%
29. Posed Problem 6%
30. Natural Number 5%
31. Dot Operator 5%
32. Tracial State 5%
33. Tensor 5%
34. Invertible Element 5%
35. Banach Space 5%
36. Finite Rank Operator 5%
37. Necessary Condition 5%
38. Algebra over a Field 5%
39. Additive Mapping 5%
40. Complete 5%
41. Representation Theorem 5%
42. Automorphism 5%
43. Kaplansky 5%
44. Singular Operator 5%
45. automorphism θ 5%
46. Factorization 5%