From Geometry To Topology
From Geometry to Topology by H. Graham Flegg - ISBN 0486419614 - Dover 2001 Template edited by Author - ISBN 0 - Publisher 200X
Motivation
Found in HSBXL library and was intrigued by the continuous progress toward functions and set theory while starting from the intuition of geometry.
Pre-reading model
List the main decisions that should be impacted by reading the book in order to estimate the Seedea:Content/Newconcepts#InformationActionRatio and facilitate rule design as suggested after finishing TheTinkerersAccomplice.
Draw a schema (using PmGraphViz or another solution) of the situation of the area in the studied domain before having read the book.
Reading
- 1 Congruence Classes
- 2 Non-Euclidian Geometries
- 3 From Geometry to Topology
- 4 Surfaces
- 5 Connectivity
- 6 Euler Characteristics
- 7 Networks
- 8 The Colouring of Maps
- 9 The Jordan Curve Theorem
- 10 Fixed Point Theorem
- 11 Plane Diagrams
- 12 The Standard Model
- 13 Continuity
- 14 The Language of Sets
- 15 Functions
- 16 Metrics Spaces
- 17 Topological Space
See also
- Mathematics
- consider a set of rules
- inspired by finishing TheTinkerersAccomplice and wondering how I could apply it
Overall remarks and questions
- this? that?
Synthesis
So in the end, it was about X and was based on Y.
Critics
Point A, B and C are debatable because of e, f and j.
Vocabulary
(:new_vocabulary_start:) new_word (:new_vocabulary_end:)
Post-reading model
Draw a schema (using PmGraphViz or another solution) of the situation of the area in the studied domain after having read the book. Link it to the pre-reading model and align the two to help easy comparison.
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