STRUCTURED SINGULAR MANIFOLDS AND FACTORIZATION
STRUCTURED SINGULAR MANIFOLDS AND FACTORIZATION

PDF file
PDF file

ON LI–YORKE PAIRS François Blanchard, Eli Glasner, Sergiı
ON LI–YORKE PAIRS François Blanchard, Eli Glasner, Sergiı

Ex - CMS
Ex - CMS

Annals of Pure and Applied Logic Dynamic topological S5
Annals of Pure and Applied Logic Dynamic topological S5

... 3. Completeness 3.1. Common elements The completeness proofs for our four logics have many elements in common. We recycle some of the ideas used in the literature to prove the completeness of LTL, but we do not proceed exactly as elsewhere. In particular, we have to be attentive to the topological c ...
arXiv:1205.2342v1 [math.GR] 10 May 2012 Homogeneous compact
arXiv:1205.2342v1 [math.GR] 10 May 2012 Homogeneous compact

sA -sets and decomposition of sA
sA -sets and decomposition of sA

On countable dense and strong n
On countable dense and strong n

DG AFFINITY OF DQ-MODULES 1. Introduction Many classical
DG AFFINITY OF DQ-MODULES 1. Introduction Many classical

A NOTE ON WEAKLY (µ, λ)-CLOSED
A NOTE ON WEAKLY (µ, λ)-CLOSED

... characterizations and some basic properties of such functions are obtained. The connections between these functions and some other similar types of functions are given. Finally some comparisons between different weakly closed functions are discussed. This weakly (µ, λ)closed functions enable us to f ...
Minimal T0-spaces and minimal TD-spaces
Minimal T0-spaces and minimal TD-spaces

G. Bezhanishvili. Zero-dimensional proximities and zero
G. Bezhanishvili. Zero-dimensional proximities and zero

STRONGLY ALMOST DISJOINT SETS AND WEAKLY UNIFORM
STRONGLY ALMOST DISJOINT SETS AND WEAKLY UNIFORM

... of isolated points is needed. An analysis of the proof led to the formulation of a combinatorial principle CECA. It turns out that CECA is equivalent to GCH + some previously known weakenings of 2λ , but CECA has a different flavor than 2λ -principles and may be easier to work with. The equivalence ...
On Upper and Lower faintly I-continuous Multifunctions
On Upper and Lower faintly I-continuous Multifunctions

Weakly 그g-closed sets
Weakly 그g-closed sets

Structure theory of manifolds
Structure theory of manifolds

geometry institute - day 5
geometry institute - day 5

... To obtain the shortest path between two points on two adjacent faces, think of the faces as being hinged along the common edge and then lay the faces flat on a table. When the faces are lying flat, the shortest path between A and Bis the line segment joining A to B as shown in figure 2. If C is the ...
Resolvability of topological spaces
Resolvability of topological spaces

1. The Baire category theorem
1. The Baire category theorem

On $\ alpha $-continuous functions
On $\ alpha $-continuous functions

The cartesian closed topological hull of the category of completely
The cartesian closed topological hull of the category of completely

ON UNIFICATION OF RARELY CONTINUOUS
ON UNIFICATION OF RARELY CONTINUOUS

Nagata-Smirnov Metrization Theorem.nb
Nagata-Smirnov Metrization Theorem.nb

... compact and C is a closed subset of X, C is also compact. Compactness is preserved by continuous functions, so f(C) is also compact. Furthermore, in a Hausdorff space compact sets are closed; thus f(C) is closed, and f-1 is continuous. · Lemma 1.4: Suppose X is a topological space with topology  an ...
1. Introduction 1 2. Simplicial and Singular Intersection Homology 2
1. Introduction 1 2. Simplicial and Singular Intersection Homology 2

On semı-mınımal weakly open and semı
On semı-mınımal weakly open and semı

3-manifold



In mathematics, a 3-manifold is a space that locally looks like Euclidean 3-dimensional space. Intuitively, a 3-manifold can be thought of as a possible shape of the universe. Just like a sphere looks like a plane to a small enough observer, all 3-manifolds look like our universe does to a small enough observer. This is made more precise in the definition below.