SEQUENTIAL COMPACTNESS VS. COUNTABLE COMPACTNESS

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Date: 2007-08-02 21:23:48 Ordinal numbers Cardinal numbers Order theory Compact space Sequentially compact space Countably compact space First uncountable ordinal Net Cofinality Topology General topology Topological spaces		SEQUENTIAL COMPACTNESS VS. COUNTABLE COMPACTNESS Add to Reading List Source URL: www.math.sc.edu Download Document from Source Website File Size: 227,33 KB Share Document on Facebook

	A MODEL FOR A VERY GOOD SCALE AND A BAD SCALE DIMA SINAPOVA Abstract. Given a supercompact cardinal κ and a regular cardinal λ < κ, we describe a type of forcing such that in the generic extension the cofinality of κ DocID: 1uzkc - View Document
	KILLING GCH EVERYWHERE BY A COFINALITY-PRESERVING FORCING NOTION OVER A MODEL OF GCH SY-DAVID FRIEDMAN AND MOHAMMAD GOLSHANI Abstract. Starting from large cardinals we construct a pair V1 ⊆ V2 of models of ZF C with th DocID: 1mkT9 - View Document
	SET THEORY Contents 1. Introduction 2. Everything is a set 3. Classes DocID: 11WgV - View Document
	Improving the Consistency Strength of Reflection at ℵω+1 Abstract: Reflection at ℵω+1 , the statement that every stationary subset of ℵω+1 has a reflection point below ℵω+1 , was shown to be consistent given DocID: FP0w - View Document
	AB-COMPACTA ´ JUHASZ ´ ISAAC GORELIC AND ISTVAN Abstract. We define a compactum X to be AB-compact if the cofinality of the character χ(x, Y ) is countable whenever x ∈ Y DocID: cZSM - View Document