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The user can define propositional logic formula
consisting of logical operators and atomic
propositions.
State formula:
| state_formula: |
atomic_proposition |
| |
| un_operator state_formula |
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| state_formula bin_operator state_formula |
| |
| ( state_formula ) |
Logical operators:
| un_operator: |
!
(negation) |
| |
| -
(negation) |
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| bin_operator: |
&
(conjunction) |
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| *
(conjunction) |
| |
| |
(disjunction) |
| |
| +
(disjunction) |
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| =>
(implication) |
Atomic propositions:
The atomic propositions can be different for the input languages.
See
APNN,
B(PN)^2,
CFA,
PEP,
SENIL.
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