
Topology of Stratified Spaces
Author:
Edited by Greg Friedman, Eugénie Hunsicker, Anatoly Libgober, an
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Contents:An introduction to L cohomology; The almost closed range condition; Rigidity of differential operators and Chern numbers of singular varieties; Hodge theory meets the minimal model program: a . . . . . 
Ends of complexes
Author:
Bruce Hughes and Andrew Ranicki
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Contens: Part one Topology at infinity 1
1 End spaces 1
2 Limits 13
3 Homology at infinity 29
4 Cellular homology 43
5 Homology of covers 56
6 Pro jective class and torsion 65
7 Forward . . . . . 
Topology Without Tears
Author:
Sidney A. Morris
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Contents: Introduction; Topological Spaces; The Euclidean Topology; Limit Points; Homeomerphisms; Continuous Mappings; Metric Spaces; Compactness; Finite products. 
Textbook in Problems on Elementary Topology
Author:
by O.Ya.Viro, O.A.Ivanov, V.M.Kharlamov and N.Y.
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Contents: General Topology; Elements of Algebraic Topology; Manifolds. 
Natural Topology
Author:
Frank Waaldijk
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We give a theoretical and applicable framework for dealing with realworld phenomena. Joining pointwise and pointfree notions in BISH, natural topology gives a faithful idea of important concepts and . . . . . 
Topology
Author:
Dr. David Wilkins
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Contents: Limits and Continuity, Open and Closed Sets, Metric Spaces; Topological Spaces; Normed Vector Spaces and Functional Analysis; Topology in the Plane. 
Foliations and the topology of 3manifolds
Author:
Danny Calegari
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Conetents: * Basic definitions and examples of foliations
* Existence results for foliations; Haefliger structures
* Foliated cobordism, GodbillonVey invariants
* Novikov's theore . . . . . 
Metric and Topological Spaces
Author:
T. W. K orner
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The syllabus for the course is defined by the Faculty Board Schedules
(which are minimal for lecturing and maximal for examining). What is presented here
contains some results which it would not, in . . . . . 
Topologie des espaces metriques
Author:
Alessandro Chiodo
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Topologie des espaces metriques 
Topology Lecture Notes
Author:
Prof. Thomas Ward
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Contents: Topological Spaces; Properties of Topological Spaces; Homotopy equivalence; The Fundamental Group; Covering spaces; Classification of surfaces; Simplicial complexes and Homology groups; More . . . . . 
Connectivity of the coset poset
Author:
Daniel A. Ramras
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Topological concepts may be applied to any poset via the simplicial complex of finite chains. The coset poset C(G) of a finite group G (consisting of all cosets of all proper subgroups of G, ordered b . . . . . 
General Topology
Author:
Pierre Schapira
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Contents: Topological spaces; Metric spaces; Compact spaces; Banach spaces; Connectness and homotopy. 
Manifold Theory
Author:
Peter Petersen
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Contents: Manifolds; Basic Tensor Analysis; Basic Cohomology Theory; Characteristic Classes. 
Introduction to Topological Groups
Author:
Dikran Dikranjan
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These notes provide a brief introduction to topological groups with a special emphasis on Pontryaginvan
Kampen’s duality theorem for locally compact abelian groups. We give a completely selfcontaine . . . . . 
Basic Topology of 3Manifolds
Author:
Allen Hatcher
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 Contents: Canonical Decomposition; Special Classes of 3Manifolds; Homotopy Properties. 

Notes on Introductory PointSet Topology
Author:
Allen Hatcher
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Contents: Basic PointSet Topology; Connectedness; Compactness; Quotient Spaces. 
Topology Course Lecture Notes
Author:
Aisling McCluskey and Brian McMaster
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Topology Course Lecture Notes:
Chapter 1: Fundamental Concepts
Describing Topological Spaces; Closed sets and Closure; Continuity and Homeomorphism; Additional Observations.
Chapter 2: Topolo . . . . . 
Introduction to Topology of Real Algebraic Varieties
Author:
Oleg Viro
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Contents: Early Study of Real Algebraic Plane Curves; A Real Algebraic Curve from the Complex Point of View; The Topological Point of View on Prohibitions; The Comlexification of a Curve from a Real V . . . . . 
General Topology and Real Analysis
Author:
Dr. David R. Wilkins
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Contents: Sets, functions and countability; Metric spaces; Complete metric spaces, normed vector spaces, and Banach spaces; Topological spaces; Compact spaces; The extended real number system; Meas . . . . . 