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- PDF files of Inner CC Models
WebExtender Models and Woodin Cardinals We summarize the progress of inner model theory from 1978 to the present. Mitchell (1974,1978) discovered what is probably the general …
See results only from math.berkeley.eduAn Outline of Inner Model T…
6 I. An Outline of Inner Model Theory model. The reader can find in [15] an …
Web1 Introduction. Much 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 …
WebA BRIEF ACCOUNT OF RECENT DEVELOPMENTS IN INNER MODEL THEORY. NAM TRANG Department of Mathematics University of North Texas, Denton, TX, USA Email: …
WebApr 4, 2020 · Inner models with all sets generic. Ask Question. Asked 4 years, 1 month ago. Modified 4 years, 1 month ago. Viewed 325 times. 6. Question: Under large cardinal …
WebOct 25, 2020 · In general there are various ways of spelling out what a “canonical inner model of large cardinal axiom A” means. The linked paper, as well as other work of …
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 …
WebInner model theory. In set theory, inner model theory is the study of certain models of ZFC or some fragment or strengthening thereof.
WebSep 6, 2011 · About this book. This volume is an introduction to inner model theory, an area of set theory which is concerned with fine structural inner models reflecting large …
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 …
lo.logic - Does inner model theory seek canonical models for large ...
WebFeb 4, 2019 · A remarkable result is that given an ordinal κ, if there is a model L[U] in which κ is measurable and U is a normal measure on κ, then there is exactly one inner model …
5. CC models and comments — CC_lecture 1.0 documentation
Web5.1. Standard CC models ¶. With the equations that we have presented in the previous section, the standard models of CC theory can be easily defined. Basically a given CC …
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 sets; …
$A^\\#$ and inner models - Mathematics Stack Exchange
WebSuppose $V$ is a model of $ZFC$, $A$ a set of ordinals and $M$ is a transitive inner model such that $A\in M$ and $M\models A^\#\text{ exists}$. Does that imply …
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Category:Inner model theory - Wikipedia
WebInner model theory is the study of certain models of ZFC or some fragment or strengthening thereof.
What determines when an inner model is "canonical"?
WebIn L, the iterations are trivial, in that S = P and R = Q. In larger canonical inner models, we still have S = P, but R has genuinely iterated. In even larger canonical inner models, we …
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The NC-CC Isotope Dichotomy: Implications for the Chemical
WebNov 17, 2020 · The NC groups purportedly originated in the inner disk, and the CC groups were derived from the outer disk, where the NC and CC regions of the disk may have …
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