I=(a +1,b2, c←0, y4, z5, f←fi(d)= d+ 2, gi(di, d2) = 2(di + d2), p← pi(dı, dz, d3): d₁ + d2 <2d3, q← qı(di, d2): d₁ ‡ d2}

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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It is known that an interpretation of I over the (over) domain D = the set of all integers, with: Expand the interpretation of I by giving a new value to the predicate symbol p.
1=(a 1,b2, c←0, y4, z←5, f←fi(d)= d+2, gi(di, d2) = 2(d₁ + d2), p← pi(dı, d2,
d3): di + d2 <2d3, q← qi(di, d2): di #d2}
Transcribed Image Text:1=(a 1,b2, c←0, y4, z←5, f←fi(d)= d+2, gi(di, d2) = 2(d₁ + d2), p← pi(dı, d2, d3): di + d2 <2d3, q← qi(di, d2): di #d2}
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