Fabien Benetou's PIM | ReadingNotes / FromGeometryToTopology

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

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.

From Geometry To Topology {ReadingNotes}