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WEBInner Model Theory Slogan : Associate to each large cardinal hypothesis a canonical inner model which is in some sense minimal, and whose structure can be analyzed …
See results only from math.berkeley.eduAn Outline of Inner Model T…
I. An Outline of Inner Model Theory John R. Steel 1. Introduction This article is an …
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WEBAug 27, 2016 · Inner model theory has both test questions that it tries to resolve and unexplained phenomena that it tries to elucidate. The inner model-theoretic approach to …
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WEBDec 10, 2009 · This paper outlines the basic theory of canonical inner models satisfying large cardinal hypotheses. It begins with the definition of the models, and their fine …
WEBApr 4, 2020 · Every countable model $M$ of ZFC is HOD of some model of ZFC (obtained using class forcing over $M$). However, let $M_∞$ (or $M_\text{Ord}$) be the minimal …
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WEBIn set theory, a branch of mathematical logic, an inner model [1] for a theory T is a substructure of a model M of a set theory that is both a model for T and contains all the …
WEBI. An Outline of Inner Model Theory John R. Steel 1. Introduction This article is an exposition of the theory of canonical inner models for large cardinal hypotheses, or …
WEBThe goal of this survey paper is to give an overview of recent developments in inner model theory. We discuss several most important questions in the eld and relevant work …
WEBWe introduce a new inner model C(aa) arising from stationary logic. We show that assuming a proper class of Woodin cardinals, or alternatively MM++, the regular uncountable …
Beginning Inner Model Theory | SpringerLink
WEBDec 10, 2009 · This chapter provides an introduction to the basic theory of inner models of set theory, without fine structure. Section 1 begins with the basic theory of Gödel’s class …
5. CC models and comments — CC_lecture 1.0 documentation
WEBCC models and comments ¶. 5.1. Standard CC models ¶. With the equations that we have presented in the previous section, the standard models of CC theory can be easily …
WEBDescriptive inner model theory is the theory behind the approach to the inner model prob- lem described above. Its main technical goal is to construct canonical models of …
Inner Models and Large Cardinals - De Gruyter
WEBSep 6, 2011 · This volume is an introduction to inner model theory, an area of set theory which is concerned with fine structural inner models reflecting large cardinal properties …
WEBMuch of the theory of large cardinals beyond a measurable cardinal concerns the structure of elementary embeddings of the universe of sets into inner models. This paper seeks …
Inner model theory - Apeirology Wiki
WEBInner model theory is the study of the "fine structure theory" and construction of inner models, proper class -sized models of ZFC which satisfy the existence of large …
Category:Inner model theory - Wikipedia
WEBInner model theory is the study of certain models of ZFC or some fragment or strengthening thereof. Ordinarily these models are transitive subsets or subclasses of …
WEBThis chapter provides an introduction to the basic theory of inner models without fine structure. It assumes that the reader is familiar with G ̈odel’s class L of constructible …
What determines when an inner model is "canonical"?
WEBCanonical inner models $M$ are definable without parameters and, in fact, "locally" definable, that is, there is a formula $\psi_M$ such that $M=\{x\mid \psi_M(x)\}$. (Of …
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