Helena Jorquera Riera
Published 2023-01-19Version 1
The axioms of ZFC provide a foundation for mathematics, however, there are statements independent of ZFC, such as the Continuum Hypothesis (CH). We discuss Martin's axiom, which is an alternative to CH that roughly states that if there is a cardinal strictly between $\omega$ and $2^{\omega}$ it "behaves" like $\omega$.
A Kunen-Like Model with a Critical Failure of the Continuum Hypothesis
A Cheerful Introduction to Forcing and the Continuum Hypothesis
The $ \mathbfĪ£^1_2$ counterparts to statements that are equivalent to the Continuum Hypothesis
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