Ideal domains III: Quasi-ideal models

Electronic supplements to the book

- About Me
- Addenda
- Consonance
- Countability
- Counterexamples
- Domains and orders
- Equilogical spaces
- Filters
- Locales, sublocales, nuclei
- Models of topological spaces
- Noetherian spaces and variants
- Powerdomains and hyperspaces
- Projective limits
- Quasi-Polish spaces
- Quasicontinuity, Locally Finitary Compact Spaces
- Quasi-uniform spaces
- Streams, prestreams, and d-spaces
- Topological functors
- Topological semilattices
- Well-filteredness
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- Another form of Stone duality
- Bernstein subsets of R
- Bitopological spaces and stable compactness
- Borel sets, analytic sets, and the Baire property
- Chains and nested spaces
- Domains XII
- Forbidden substructures
- Integration
- Irredundant families, the Smyth powerdomain, the Lyu-Jia theorem, and the baby Groemer theorem
- Pointwise directed families of maps
- Shimrat’s theorem
- Sober subspaces and the Skula topology
- TD spaces
- The Rasiowa-Sikorski lemma and the Baire property
- Weakly Hausdorff spaces, and locally strongly sober spaces

- Errata
- Course Ideas
- Open Problems
- Puzzles