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We use rule (wf21) to show that WFCallStack2(P, pc', [Lambda]P([Rho]'), [Rho]') is true.
We prove this in two cases, the first when the WFCallStack2 assumption is true by rule (wf20), the second when the WFCallStack2 assumption is true by rule (wf21).
If the WFCalIStack2 assumption is true by rule (wf21), then there exist p, [Rho]", K, and [Lambda]" such that
This judgment can be true only by rule (wf21), so we can conclude
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- Weyrling Master
- WFB I
- WFB II