EDB — 287

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Ordering from arithmetic[287]

Having already defined arithmetic, a convenient definition of ordering is as follows.

Definition 36

[288]

We will show that \(≤\) it is a total order relation, and is a well ordering. Let’s first see some elementary but fundamental properties.
Lemma 37

[289]

Proposition 38

[28B]

[298]

Proposition 39

[28Z]

Proposition 40

[297]

Definition 41 Subtraction

[28C]

Exercises

  1. [28D]

  2. [28G]

  3. [28N]

  4. [28J]

  5. [28M]

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