Moshe Kamensky

Mathematics

1. Model Theory 100%
2. Valued Fields 60%
3. Model 56%
4. Commutative Algebra 53%
5. Imperfections 43%
6. Galois Extension 39%
7. Language 36%
8. Positive Characteristic 35%
9. Algebraic Geometry 35%
10. Automorphism 34%
11. Quantifier Elimination 32%
12. Algebraically closed 31%
13. Categorical 31%
14. Operator 30%
15. Completion 30%
16. Finitely Generated 28%
17. Linear Algebraic Groups 28%
18. Eliminate 27%
19. Closed 25%
20. Tensor Category 25%
21. Interpretation 23%
22. Algebraic Groups 22%
23. Partial 22%
24. Module 22%
25. Subgroup 22%
26. Linear Group 21%
27. G-space 21%
28. Injective Module 20%
29. Linear differential equation 20%
30. Category Theory 20%
31. Context 18%
32. First-order 18%
33. Infinite Groups 18%
34. Deduce 18%
35. Differential Galois Theory 16%
36. Sort 16%
37. Representation Theory 16%
38. Tensor Product 14%
39. Real Closed Fields 14%
40. Differential equation 14%
41. Branch 14%
42. Reduct 14%
43. Homomorphism 13%
44. Logic 13%
45. Linear Difference Equation 12%
46. Algebraic Theory 12%
47. Strictly 12%
48. Interaction 11%
49. Quantifiers 11%
50. Galois 11%