Long pages

Showing below up to 50 results in range #1 to #50.

1. (hist) ‎Principal ideal domain ‎[8,889 bytes]
2. (hist) ‎Applying Noetherianness ‎[8,330 bytes]
3. (hist) ‎Polynomial ring over a field ‎[7,238 bytes]
4. (hist) ‎Cohen-Macaulay ring ‎[6,696 bytes]
5. (hist) ‎Noetherian ring ‎[6,417 bytes]
6. (hist) ‎Euclidean domain ‎[6,111 bytes]
7. (hist) ‎Prime ideal ‎[6,098 bytes]
8. (hist) ‎Radical ideal ‎[5,812 bytes]
9. (hist) ‎Spectrum of a commutative unital ring ‎[5,536 bytes]
10. (hist) ‎Every Euclidean ring has a unique smallest Euclidean norm ‎[5,516 bytes]
11. (hist) ‎Jacobson ring ‎[5,058 bytes]
12. (hist) ‎Ring of integer-valued polynomials over rational integers is not Noetherian ‎[4,492 bytes]
13. (hist) ‎Artin-Tate lemma ‎[4,199 bytes]
14. (hist) ‎Hilbert basis theorem ‎[4,197 bytes]
15. (hist) ‎Galois correspondence between a ring and its spectrum ‎[4,139 bytes]
16. (hist) ‎Multivariate polynomial ring over a field ‎[4,126 bytes]
17. (hist) ‎Prime avoidance lemma ‎[4,060 bytes]
18. (hist) ‎Cohen-Macaulay is polynomial-closed ‎[3,983 bytes]
19. (hist) ‎Dedekind domain ‎[3,912 bytes]
20. (hist) ‎Artin-Rees lemma ‎[3,852 bytes]
21. (hist) ‎Ring of integer-valued polynomials is contained in ring generated by binomial polynomials ‎[3,584 bytes]
22. (hist) ‎Ring of continuous real-valued functions on a topological space ‎[3,556 bytes]
23. (hist) ‎Integral extension implies surjective map on spectra ‎[3,520 bytes]
24. (hist) ‎Integral domain satisfying ACCP that is not a field has either infinitely many units or infinitely many associate classes of irreducibles ‎[3,228 bytes]
25. (hist) ‎Induced map on spectra by a ring homomorphism ‎[3,215 bytes]
26. (hist) ‎Galois correspondence between a ring and its max-spectrum ‎[3,187 bytes]
27. (hist) ‎Unique factorization domain that is not a field has either infinitely many units or infinitely many associate classes of irreducibles ‎[3,160 bytes]
28. (hist) ‎Weak nullstellensatz for arbitrary fields ‎[3,121 bytes]
29. (hist) ‎Primary ideal ‎[3,114 bytes]
30. (hist) ‎Catenary ring ‎[3,055 bytes]
31. (hist) ‎Polynomial ring ‎[3,030 bytes]
32. (hist) ‎Integral domain ‎[2,991 bytes]
33. (hist) ‎Map to localization is injective on spectra ‎[2,897 bytes]
34. (hist) ‎Regular local ring implies integral domain ‎[2,872 bytes]
35. (hist) ‎Unique factorization and Noetherian implies every prime ideal is generated by finitely many prime elements ‎[2,862 bytes]
36. (hist) ‎Krull's principal ideal theorem ‎[2,843 bytes]
37. (hist) ‎Filtrative and multiplicatively monotone Euclidean implies uniquely Euclidean ‎[2,764 bytes]
38. (hist) ‎Reduced Noetherian implies zero divisor in minimal prime ‎[2,713 bytes]
39. (hist) ‎Normal domain ‎[2,689 bytes]
40. (hist) ‎Unique factorization domain ‎[2,651 bytes]
41. (hist) ‎Universal side divisor ‎[2,621 bytes]
42. (hist) ‎Noetherian domain implies every prime ideal is generated by finitely many irreducible elements ‎[2,570 bytes]
43. (hist) ‎Natural map from topological space to max-spectrum of ring of continuous real-valued functions is an injection iff the space is Urysohn ‎[2,528 bytes]
44. (hist) ‎Irreducible not implies universal side divisor ‎[2,526 bytes]
45. (hist) ‎Noetherian is polynomial-closed ‎[2,481 bytes]
46. (hist) ‎Minimum over principal ideal of Euclidean norm is a smaller multiplicatively monotone Euclidean norm ‎[2,475 bytes]
47. (hist) ‎Noetherian implies every element in minimal prime is zero divisor ‎[2,470 bytes]
48. (hist) ‎Euclideanness is localization-closed ‎[2,413 bytes]
49. (hist) ‎Galois correspondence induced by a binary relation ‎[2,360 bytes]
50. (hist) ‎Ring of integer-valued polynomials over normal domain is normal ‎[2,320 bytes]