Hod mice and the mouse set conjecture
Author(s)
Bibliographic Information
Hod mice and the mouse set conjecture
（Memoirs of the American Mathematical Society, no. 1111）
American Mathematical Society, 2015, c2014
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Note
"Volume 236, number 1111 (first of 6 numbers), July 2015"
Bibliography: p. 167-169
Index: p. 171-172
Description and Table of Contents
Description
The author develops the theory of Hod mice below $AD_{\mathbb{R}}+$ ``$\Theta$ is regular''. He uses this theory to show that HOD of the minimal model of $AD_{\mathbb{R}}+$ ``$\Theta$ is regular'' satisfies $GCH$. Moreover, he shows that the Mouse Set Conjecture is true in the minimal model of $AD_{\mathbb{R}}+$ ``$\Theta$ is regular''.
Table of Contents
Introduction
Hod mice
Comparison theory of Hod mice
Hod mice revisited
Analysis of HOD
Hod pair constructions
A proof of the mouse set conjecture
Appendix A. Descriptive set theory primer
Index
Bibliography
by "Nielsen BookData"