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updated theory question from lecture

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Stefan Pranger 3 months ago
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      1_smt_and_z3/0013.tex
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      1_smt_and_z3/0013_sol.tex

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1_smt_and_z3/0013.tex

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\item \lect What is a model in z3?
How does a model for an uninterpreted function $f : int \rightarrow int$ look like?
\item \lect What is a model in z3?

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1_smt_and_z3/0013_sol.tex

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A model in Z3 is a satisfying assignment, i.e., it defines concrete values for variables and concrete functions for all variable symbols and uninterpreted functions such that the entire problem is SAT.
The model can be partial: If it is enough to assign values to only a few variables to make the problem SAT, the resulting model will only contain this variables.
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