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#25436
`sympy.logic.inference.satisfiable` is a function that solves the satisfiability problem.
Currently, `satisfiable` seeks a concrete assignment, but would checking for satisfiability be fast…
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better way to schedule?
https://en.wikipedia.org/wiki/Boolean_satisfiability_problem
More to ths: SMT solver, specific type of satisfiability solver.
http://en.wikipedia.org/wiki/DPLL_algorith…
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One of the main questions of the professors was:
"Why are the dots so spread for larger formulas?"
We should be able to answer that question in a "scientific" way, i.e. something like this:
"The …
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It would be useful for yotta to implement a dependency solver to resolve dependencies in a smarter way. As noted [here](https://github.com/ARMmbed/yotta/issues/503#issuecomment-149241052) it is probab…
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Solving a formula, which is connected to various rationality criteria, currently is done using a multitude of strategies. However, the classes `taupy.Debate`, `taupy.Argument` and `taupy.Position` do …
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To reproduce the problem try running the following script:
import logic
print logic.dpll_satisfiable(logic.expr("A & ~B & C & (A | ~D) & (~E | ~D) & (C
| ~D) & (~A | ~F) & (E | ~F) & (~D | ~F)…
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```
To reproduce the problem try running the following script:
import logic
print logic.dpll_satisfiable(logic.expr("A & ~B & C & (A | ~D) & (~E | ~D) & (C
| ~D) & (~A | ~F) & (E | ~F) & (~D | ~F)…
-
```
To reproduce the problem try running the following script:
import logic
print logic.dpll_satisfiable(logic.expr("A & ~B & C & (A | ~D) & (~E | ~D) & (C
| ~D) & (~A | ~F) & (E | ~F) & (~D | ~F)…
-
```
To reproduce the problem try running the following script:
import logic
print logic.dpll_satisfiable(logic.expr("A & ~B & C & (A | ~D) & (~E | ~D) & (C
| ~D) & (~A | ~F) & (E | ~F) & (~D | ~F)…
-
```
To reproduce the problem try running the following script:
import logic
print logic.dpll_satisfiable(logic.expr("A & ~B & C & (A | ~D) & (~E | ~D) & (C
| ~D) & (~A | ~F) & (E | ~F) & (~D | ~F)…