- #1
cap.r
- 67
- 0
Hello, I am taking my first Under graduate topology class and the class is using Topology by Munkres it's a great book and he has done a good job with explaining things.
but I always like to read from at least two different books and see more examples before I try the homework or convince myself that I know the material.
so any suggestions?
The chapters we will be doing are :
2 Topological Spaces and continuous Functions
3 Connectedness and Compactness
4 Countability and Separation Axioms
9 The Fundamental Group
10 Separation Theorems in the plane
12 Classification of Surfaces
13 Classification of Covering spaces
the last two might not happen if we don't have enough time...
the prof. also recommended Basic Topology by M.A. Armstrong as a secondary reference. but I thought I would check it out before I purchased that one.
thanks,
RK
but I always like to read from at least two different books and see more examples before I try the homework or convince myself that I know the material.
so any suggestions?
The chapters we will be doing are :
2 Topological Spaces and continuous Functions
3 Connectedness and Compactness
4 Countability and Separation Axioms
9 The Fundamental Group
10 Separation Theorems in the plane
12 Classification of Surfaces
13 Classification of Covering spaces
the last two might not happen if we don't have enough time...
the prof. also recommended Basic Topology by M.A. Armstrong as a secondary reference. but I thought I would check it out before I purchased that one.
thanks,
RK