Givant, Steven
Introduction to Boolean Algebras
2. Boolean Rings
Steven Givant
3. Boolean Algebras
Steven Givant
4. Boolean Algebras Versus Rings
Steven Givant
5. The Principle of Duality
Steven Givant
6. Fields of Sets
Steven Givant
7. Elementary Relations
Steven Givant
8. Order
Steven Givant
9. Infinite Operations
Steven Givant
10. Topology
Steven Givant
11. Regular Open Sets
Steven Givant
12. Subalgebras
Steven Givant
13. Homomorphisms
Steven Givant
14. Extensions of Homomorphisms
Steven Givant
15. Atoms
Steven Givant
16. Finite Boolean Algebras
Steven Givant
17. Atomless Boolean Algebras
Steven Givant
18. Congruences and Quotients
Steven Givant
19. Ideals and Filters
Steven Givant
20. Lattices of Ideals
Steven Givant
21. Maximal Ideals
Steven Givant
22. Homomorphism and Isomorphism Theorems
Steven Givant
23. The Representation Theorem
Steven Givant
24. Canonical Extensions
Steven Givant
25. Complete Homomorphisms and Complete Ideals
Steven Givant
26. Completions
Steven Givant
27. Products of Algebras
Steven Givant
28. Isomorphisms of Factors
Steven Givant
29. Free Algebras
Steven Givant
30. Boolean s-algebras
Steven Givant
31. The Countable Chain Condition
Steven Givant
32. Measure Algebras
Steven Givant
33. Boolean Spaces
Steven Givant
34. Continuous Functions
Steven Givant
35. Boolean Algebras and Boolean Spaces
Steven Givant
36. Duality for Ideals
Steven Givant
37. Duality for Homomorphisms
Steven Givant
38. Duality for Subalgebras
Steven Givant
39. Duality for Completeness
Steven Givant
40. Boolean s-spaces
Steven Givant
41. The Representation of s-algebras
Steven Givant
42. Boolean Measure Spaces
Steven Givant
43. Incomplete Algebras
Steven Givant
44. Duality for Products
Steven Givant
45. Sums of Algebras
Steven Givant
46. Isomorphisms of Countable Factors
Steven Givant
Keywords: Mathematics, Order, Lattices, Ordered Algebraic Structures, Mathematical Logic and Foundations
- Author(s)
- Givant, Steven
- Halmos, Paul
- Publisher
- Springer
- Publication year
- 2009
- Language
- en
- Edition
- 1
- Series
- Undergraduate Texts in Mathematics
- Page amount
- 14 pages
- Category
- Natural Sciences
- Format
- Ebook
- eISBN (PDF)
- 9780387684369