A polarized partition relation and failure of GCH at singular strong limit

Volume 155 / 1998

Saharon Shelah Fundamenta Mathematicae 155 (1998), 153-160 DOI: 10.4064/fm-155-2-153-160

Abstract

The main result is that for λ strong limit singular failing the continuum hypothesis (i.e. $2^{λ} > λ^{+}$), a polarized partition theorem holds.

Authors

  • Saharon Shelah

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