Trait

util.sat

ProblemLike

Related Doc: package sat

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trait ProblemLike extends AnyRef

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Abstract Value Members

  1. abstract def findModel(assumptions: List[Int]): Try[List[Int]]

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    Checks the problem for satisfiability

    Checks the problem for satisfiability

    assumptions

    a set of literals to assert during the check.

    returns

    Succes(m)
  2. abstract def findModel: Try[List[Int]]

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    Checks the problem for satisfiability

    Checks the problem for satisfiability

    returns

    Success(model)
  3. abstract def isSatisfiable(assumptions: List[Int]): Boolean

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    Checks the problem for satisfiability.

    Checks the problem for satisfiability.

    assumptions

    set of literals to assert during the check.

    returns

    true iff the problem is satisfiable under the given assumptions.

  4. abstract def isSatisfiable(globalTimeout: Boolean): Boolean

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    Checks the problem for satisfiability.

    Checks the problem for satisfiability.

    globalTimeout

    if true, the timeout counter will not reset between each call.

    returns

    true iff the problem is satisfiable.

  5. abstract def isSatisfiable(assumptions: List[Int], globalTimeout: Boolean): Boolean

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    Checks the problem for satisfiability.

    Checks the problem for satisfiability.

    assumptions

    a set of literals to assert during the check.

    globalTimeout

    if true, timeout counter will not be reset between call.

    returns

    true iff the problem is satisfiable under the given assumptions.

  6. abstract def isSatisfiable: Boolean

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    Checks the problem for satisfiability.

    Checks the problem for satisfiability.

    returns

    true iff the problem is satisfiable.

  7. abstract def model: Try[List[Int]]

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    returns

    Success(m)
  8. abstract def primeImplicant(lit: Int): Try[Boolean]

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    Checks if the given literal is part of the prime implicant computed using the previous call to primeImplicant.

    Checks if the given literal is part of the prime implicant computed using the previous call to primeImplicant.

    returns

    Success(b)
  9. abstract def primeImplicant: Try[List[Int]]

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    Generates a prime implicant of the problem if some exists.

    Generates a prime implicant of the problem if some exists.

    returns

    Success(pi)

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  1. final def !=(arg0: Any): Boolean

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  2. final def ##(): Int

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  8. def finalize(): Unit

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  17. final def wait(): Unit

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  18. final def wait(arg0: Long, arg1: Int): Unit

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  19. final def wait(arg0: Long): Unit

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