[Inquiry] Re: Mathematical Notes

[Jon Awbrey]

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SET.  Set Theory

01.  http://suo.ieee.org/ontology/msg04082.html

Appendix.  Elementary Set Theory

02.  http://suo.ieee.org/ontology/msg04083.html

A.1.  The Classification Axiom Scheme

03.  http://suo.ieee.org/ontology/msg04084.html
04.  http://suo.ieee.org/ontology/msg04086.html
05.  http://suo.ieee.org/ontology/msg04088.html

A.2.  Elementary Algebra of Classes

06.  http://suo.ieee.org/ontology/msg04089.html
07.  http://suo.ieee.org/ontology/msg04091.html
08.  http://suo.ieee.org/ontology/msg04092.html
09.  http://suo.ieee.org/ontology/msg04093.html
10.  http://suo.ieee.org/ontology/msg04094.html

A.3.  Existence of Sets

11.  http://suo.ieee.org/ontology/msg04095.html
12.  http://suo.ieee.org/ontology/msg04096.html
13.  http://suo.ieee.org/ontology/msg04097.html

A.4.  Ordered Pairs:  Relations

14.  http://suo.ieee.org/ontology/msg04098.html
15.  http://suo.ieee.org/ontology/msg04099.html

A.5.  Functions

16.  http://suo.ieee.org/ontology/msg04100.html
...

Links 2 through 16 of the above material are
selected and transcribed into plaintext from:

| John L. Kelley, 'General Topology',
| Van Nostrand Reinhold, New York, NY, 1955.

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