Book:Nik Weaver/Forcing for Mathematicians
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Nik Weaver: Forcing for Mathematicians
Published $\text {2014}$, World Scientific
- ISBN 978-981-4566-00-1
Subject Matter
Contents
- Peano Arithmetic
- Zermelo–Fraenkel Set Theory
- Well-Ordered Sets
- Ordinals
- Cardinals
- Relativization
- Reflection
- Forcing Notions
- Generic Extensions
- Forcing Equality
- The Fundamental Theorem
- Forcing $CH$
- Forcing $\lnot CH$
- Families of Entire Functions
- Self-Homeomorphisms of $\beta \N \divides \N$, $\text I$
- Pure States on $\map B H$
- The Diamond Principle
- Suslin's Problem, $\text I$
- Naimark's problem
- A Stronger Diamond
- Whitehead's Problem, $\text I$
- Iterated Forcing
- Martin's Axiom
- Suslin's Problem, $\text {II}$
- Whitehead's Problem, $\text {II}$
- The Open Coloring Axiom
- Self-Homeomorphisms of $\beta \N \divides \N$, $\text {II}$
- Automorphisms of the Calkin Algebra, $\text I$
- Automorphisms of the Calkin Algebra, $\text {II}$
- The Multiverse Interpretation