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assignments:a2 [2013/03/15 21:31] jonathanassignments:a2 [2013/03/17 20:27] (current) jonathan
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  axm1: 0 ≤ N not theorem ›  axm1: 0 ≤ N not theorem ›
  axm2: f ∈ −1 ‥ N → ℤ not theorem ›the actual array is f ∈ 1 ‥ N-1 → ℤ  axm2: f ∈ −1 ‥ N → ℤ not theorem ›the actual array is f ∈ 1 ‥ N-1 → ℤ
- axm3: f(−1) < x not theorem ›f(-1) is -∞ + axm3: f(−1) < x not theorem ›f(-1) is -∞, i.e. the index before the array 
- axm4: x < f(N) not theorem ›f(N) is ∞+ axm4: x < f(N) not theorem ›f(N) is ∞, i.e. the index after the array
  END  END
 </code> </code>
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 Submit your development electronically. As well, use Latex to produce a report of each part of the model as well as the final code. Justify the final code via the merging rules. Submit your development electronically. As well, use Latex to produce a report of each part of the model as well as the final code. Justify the final code via the merging rules.
 +
 +Note: You might want to compare this development with the development described by Abrial in the text.
 +
 +====== Question 2 ======
 +TBA
 +
assignments/a2.1363383063.txt.gz · Last modified: 2013/03/15 21:31 by jonathan

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