Trait BooleanFunction 

pub trait BooleanFunction: Function {
    // Required methods
    fn f_edge<'id>(manager: &Self::Manager<'id>) -> EdgeOfFunc<'id, Self>;
    fn t_edge<'id>(manager: &Self::Manager<'id>) -> EdgeOfFunc<'id, Self>;
    fn var_edge<'id>(
        manager: &Self::Manager<'id>,
        var: VarNo,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn not_edge<'id>(
        manager: &Self::Manager<'id>,
        edge: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn and_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn or_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn nand_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn nor_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn xor_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn equiv_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn imp_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn imp_strict_edge<'id>(
        manager: &Self::Manager<'id>,
        lhs: &EdgeOfFunc<'id, Self>,
        rhs: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn sat_count_edge<'id, N: SatCountNumber, S: BuildHasher>(
        manager: &Self::Manager<'id>,
        edge: &EdgeOfFunc<'id, Self>,
        vars: LevelNo,
        cache: &mut SatCountCache<N, S>,
    ) -> N;
    fn pick_cube_edge<'id>(
        manager: &Self::Manager<'id>,
        edge: &EdgeOfFunc<'id, Self>,
        choice: impl FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool,
    ) -> Option<Vec<OptBool>>;
    fn pick_cube_dd_edge<'id>(
        manager: &Self::Manager<'id>,
        edge: &EdgeOfFunc<'id, Self>,
        choice: impl FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn pick_cube_dd_set_edge<'id>(
        manager: &Self::Manager<'id>,
        edge: &EdgeOfFunc<'id, Self>,
        literal_set: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>>;
    fn eval_edge<'id>(
        manager: &Self::Manager<'id>,
        edge: &EdgeOfFunc<'id, Self>,
        args: impl IntoIterator<Item = (VarNo, bool)>,
    ) -> bool;

    // Provided methods
    fn f<'id>(manager: &Self::Manager<'id>) -> Self { ... }
    fn t<'id>(manager: &Self::Manager<'id>) -> Self { ... }
    fn var<'id>(manager: &Self::Manager<'id>, var: VarNo) -> AllocResult<Self> { ... }
    fn not_var<'id>(
        manager: &Self::Manager<'id>,
        var: VarNo,
    ) -> AllocResult<Self> { ... }
    fn cofactors(&self) -> Option<(Self, Self)> { ... }
    fn cofactor_true(&self) -> Option<Self> { ... }
    fn cofactor_false(&self) -> Option<Self> { ... }
    fn not(&self) -> AllocResult<Self> { ... }
    fn not_owned(self) -> AllocResult<Self> { ... }
    fn and(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn or(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn nand(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn nor(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn xor(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn equiv(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn imp(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn imp_strict(&self, rhs: &Self) -> AllocResult<Self> { ... }
    fn not_var_edge<'id>(
        manager: &Self::Manager<'id>,
        var: VarNo,
    ) -> AllocResult<EdgeOfFunc<'id, Self>> { ... }
    fn cofactors_edge<'a, 'id>(
        manager: &'a Self::Manager<'id>,
        f: &'a EdgeOfFunc<'id, Self>,
    ) -> Option<(Borrowed<'a, EdgeOfFunc<'id, Self>>, Borrowed<'a, EdgeOfFunc<'id, Self>>)> { ... }
    fn cofactors_node<'a, 'id>(
        tag: ETagOfFunc<'id, Self>,
        node: &'a INodeOfFunc<'id, Self>,
    ) -> (Borrowed<'a, EdgeOfFunc<'id, Self>>, Borrowed<'a, EdgeOfFunc<'id, Self>>) { ... }
    fn not_edge_owned<'id>(
        manager: &Self::Manager<'id>,
        edge: EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>> { ... }
    fn satisfiable(&self) -> bool { ... }
    fn valid(&self) -> bool { ... }
    fn ite(&self, then_case: &Self, else_case: &Self) -> AllocResult<Self> { ... }
    fn ite_edge<'id>(
        manager: &Self::Manager<'id>,
        if_edge: &EdgeOfFunc<'id, Self>,
        then_edge: &EdgeOfFunc<'id, Self>,
        else_edge: &EdgeOfFunc<'id, Self>,
    ) -> AllocResult<EdgeOfFunc<'id, Self>> { ... }
    fn sat_count<N: SatCountNumber, S: BuildHasher>(
        &self,
        vars: LevelNo,
        cache: &mut SatCountCache<N, S>,
    ) -> N { ... }
    fn pick_cube(
        &self,
        choice: impl for<'id> FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool,
    ) -> Option<Vec<OptBool>> { ... }
    fn pick_cube_dd(
        &self,
        choice: impl for<'id> FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool,
    ) -> AllocResult<Self> { ... }
    fn pick_cube_dd_set(&self, literal_set: &Self) -> AllocResult<Self> { ... }
    fn pick_cube_uniform<S: BuildHasher>(
        &self,
        cache: &mut SatCountCache<F64, S>,
        rng: &mut Rng,
    ) -> Option<Vec<OptBool>> { ... }
    fn pick_cube_uniform_edge<'id, S: BuildHasher>(
        manager: &Self::Manager<'id>,
        edge: &EdgeOfFunc<'id, Self>,
        cache: &mut SatCountCache<F64, S>,
        rng: &mut Rng,
    ) -> Option<Vec<OptBool>> { ... }
    fn eval(&self, args: impl IntoIterator<Item = (VarNo, bool)>) -> bool { ... }
}

Boolean functions 𝔹ⁿ → 𝔹

As a user of this trait, you are probably most interested in methods like Self::not(), Self::and(), and Self::or(). As an implementor, it suffices to implement the functions operating on edges.

Required Methods

fn f_edge<'id>(manager: &Self::Manager<'id>) -> EdgeOfFunc<'id, Self>

Get the always false function ⊥ as edge

fn t_edge<'id>(manager: &Self::Manager<'id>) -> EdgeOfFunc<'id, Self>

Get the always true function ⊤ as edge

fn var_edge<'id>( manager: &Self::Manager<'id>, var: VarNo, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Get the Boolean function (as edge) that is true if and only if var is true

Panics if var is greater or equal to the number of variables in manager.

fn not_edge<'id>( manager: &Self::Manager<'id>, edge: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the negation ¬edge, edge version

fn and_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the conjunction lhs ∧ rhs, edge version

fn or_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the disjunction lhs ∨ rhs, edge version

fn nand_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the negated conjunction lhs ⊼ rhs, edge version

fn nor_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the negated disjunction lhs ⊽ rhs, edge version

fn xor_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the exclusive disjunction lhs ⊕ rhs, edge version

fn equiv_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the equivalence lhs ↔ rhs, edge version

fn imp_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the implication lhs → rhs, edge version

fn imp_strict_edge<'id>( manager: &Self::Manager<'id>, lhs: &EdgeOfFunc<'id, Self>, rhs: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the strict implication lhs < rhs, edge version

fn sat_count_edge<'id, N: SatCountNumber, S: BuildHasher>( manager: &Self::Manager<'id>, edge: &EdgeOfFunc<'id, Self>, vars: LevelNo, cache: &mut SatCountCache<N, S>, ) -> N

Edge version of Self::sat_count()

fn pick_cube_edge<'id>( manager: &Self::Manager<'id>, edge: &EdgeOfFunc<'id, Self>, choice: impl FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool, ) -> Option<Vec<OptBool>>

Edge version of Self::pick_cube()

fn pick_cube_dd_edge<'id>( manager: &Self::Manager<'id>, edge: &EdgeOfFunc<'id, Self>, choice: impl FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Edge version of Self::pick_cube_dd()

fn pick_cube_dd_set_edge<'id>( manager: &Self::Manager<'id>, edge: &EdgeOfFunc<'id, Self>, literal_set: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Edge version of Self::pick_cube_dd_set()

fn eval_edge<'id>( manager: &Self::Manager<'id>, edge: &EdgeOfFunc<'id, Self>, args: impl IntoIterator<Item = (VarNo, bool)>, ) -> bool

Edge version of Self::eval()

Provided Methods

fn f<'id>(manager: &Self::Manager<'id>) -> Self

Get the always false function ⊥

fn t<'id>(manager: &Self::Manager<'id>) -> Self

Get the always true function ⊤

fn var<'id>(manager: &Self::Manager<'id>, var: VarNo) -> AllocResult<Self>

Get the Boolean function that is true if and only if var is true

Panics if var is greater or equal to the number of variables in manager.

fn not_var<'id>(manager: &Self::Manager<'id>, var: VarNo) -> AllocResult<Self>

Get the Boolean function that is true if and only if var is false

Panics if var is greater or equal to the number of variables in manager.

fn cofactors(&self) -> Option<(Self, Self)>

Get the cofactors (f_true, f_false) of self

Let f(x₀, …, xₙ) be represented by self, where x₀ is (currently) the top-most variable. Then f_true(x₁, …, xₙ) = f(⊤, x₁, …, xₙ) and f_false(x₁, …, xₙ) = f(⊥, x₁, …, xₙ).

Note that the domain of f is 𝔹ⁿ⁺¹ while the domain of f_true and f_false is 𝔹ⁿ. This is irrelevant in case of BDDs and BCDDs, but not for ZBDDs: For instance, g(x₀) = x₀ and g’(x₀, x₁) = x₀ have the same representation as BDDs or BCDDs, but different representations as ZBDDs.

Structurally, the cofactors are simply the children in case of BDDs and ZBDDs. (For BCDDs, the edge tags are adjusted accordingly.) On these representations, runtime is thus in O(1).

Returns None iff self references a terminal node. If you only need f_true or f_false, Self::cofactor_true or Self::cofactor_false are slightly more efficient.

Locking behavior: acquires the manager’s lock for shared access.

fn cofactor_true(&self) -> Option<Self>

Get the cofactor f_true of self

This method is slightly more efficient than Self::cofactors in case f_false is not needed.

For a more detailed description, see Self::cofactors.

Returns None iff self references a terminal node.

Locking behavior: acquires the manager’s lock for shared access.

fn cofactor_false(&self) -> Option<Self>

Get the cofactor f_false of self

This method is slightly more efficient than Self::cofactors in case f_true is not needed.

For a more detailed description, see Self::cofactors.

Returns None iff self references a terminal node.

Locking behavior: acquires the manager’s lock for shared access.

fn not(&self) -> AllocResult<Self>

Compute the negation ¬self

Locking behavior: acquires the manager’s lock for shared access.

fn not_owned(self) -> AllocResult<Self>

Compute the negation ¬self, owned version

Compared to Self::not(), this method does not need to clone the function, so when the implementation is using (e.g.) complemented edges, this might be a little bit faster than Self::not().

Locking behavior: acquires the manager’s lock for shared access.

fn and(&self, rhs: &Self) -> AllocResult<Self>

Compute the conjunction self ∧ rhs

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn or(&self, rhs: &Self) -> AllocResult<Self>

Compute the disjunction self ∨ rhs

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn nand(&self, rhs: &Self) -> AllocResult<Self>

Compute the negated conjunction self ⊼ rhs

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn nor(&self, rhs: &Self) -> AllocResult<Self>

Compute the negated disjunction self ⊽ rhs

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn xor(&self, rhs: &Self) -> AllocResult<Self>

Compute the exclusive disjunction self ⊕ rhs

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn equiv(&self, rhs: &Self) -> AllocResult<Self>

Compute the equivalence self ↔ rhs

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn imp(&self, rhs: &Self) -> AllocResult<Self>

Compute the implication self → rhs (or self ≤ rhs)

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn imp_strict(&self, rhs: &Self) -> AllocResult<Self>

Compute the strict implication self < rhs

Locking behavior: acquires the manager’s lock for shared access.

Panics if self and rhs don’t belong to the same manager.

fn not_var_edge<'id>( manager: &Self::Manager<'id>, var: VarNo, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Get the Boolean function (as edge) that is true if and only if var is false

Panics if var is greater or equal to the number of variables in manager.

fn cofactors_edge<'a, 'id>( manager: &'a Self::Manager<'id>, f: &'a EdgeOfFunc<'id, Self>, ) -> Option<(Borrowed<'a, EdgeOfFunc<'id, Self>>, Borrowed<'a, EdgeOfFunc<'id, Self>>)>

Get the cofactors (f_true, f_false) of f, edge version

Returns None iff f references a terminal node. For more details on the semantics of f_true and f_false, see Self::cofactors.

fn cofactors_node<'a, 'id>( tag: ETagOfFunc<'id, Self>, node: &'a INodeOfFunc<'id, Self>, ) -> (Borrowed<'a, EdgeOfFunc<'id, Self>>, Borrowed<'a, EdgeOfFunc<'id, Self>>)

Get the cofactors (f_true, f_false) of node, assuming an incoming edge with EdgeTag

Returns None iff f references a terminal node. For more details on the semantics of f_true and f_false, see Self::cofactors.

Implementation note: The default implementation assumes that cofactor 0 corresponds to f_true and cofactor 1 corresponds to f_false.

fn not_edge_owned<'id>( manager: &Self::Manager<'id>, edge: EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute the negation ¬edge, owned edge version

Compared to Self::not_edge(), this method does not need to clone the edge, so when the implementation is using (e.g.) complemented edges, this might be a little bit faster than Self::not_edge().

fn satisfiable(&self) -> bool

Returns true iff self is satisfiable, i.e. is not ⊥

Locking behavior: acquires the manager’s lock for shared access.

fn valid(&self) -> bool

Returns true iff self is valid, i.e. is ⊤

Locking behavior: acquires the manager’s lock for shared access.

fn ite(&self, then_case: &Self, else_case: &Self) -> AllocResult<Self>

Compute if self { then_case } else { else_case }

This is equivalent to (self ∧ then_case) ∨ (¬self ∧ else_case) but possibly more efficient than computing all the conjunctions/disjunctions.

Locking behavior: acquires the manager’s lock for shared access.

Panics if self, then_case, and else_case don’t belong to the same manager.

fn ite_edge<'id>( manager: &Self::Manager<'id>, if_edge: &EdgeOfFunc<'id, Self>, then_edge: &EdgeOfFunc<'id, Self>, else_edge: &EdgeOfFunc<'id, Self>, ) -> AllocResult<EdgeOfFunc<'id, Self>>

Compute if if_edge { then_edge } else { else_edge } (edge version)

This is equivalent to (self ∧ then_case) ∨ (¬self ∧ else_case) but possibly more efficient than computing all the conjunctions/disjunctions.

fn sat_count<N: SatCountNumber, S: BuildHasher>( &self, vars: LevelNo, cache: &mut SatCountCache<N, S>, ) -> N

Count the number of satisfying assignments, assuming vars input variables

The cache can be used to speed up multiple model counting operations for functions in the same decision diagram. If the model counts of just one function are of interest, one may simply pass an empty SatCountCache (using &mut SatCountCache::default()). The cache will automatically be invalidated in case there have been reordering operations or vars changed since the last query (see SatCountCache::clear_if_invalid()). Still, it is the caller’s responsibility to not use the cache for different managers.

Locking behavior: acquires the manager’s lock for shared access.

fn pick_cube( &self, choice: impl for<'id> FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool, ) -> Option<Vec<OptBool>>

Pick a cube of this function

A cube c of a function f is a satisfying assignment, i.e., c → f holds, and can be represented as a conjunction of literals. It does not necessarily define all variables in the function’s domain (it is not necessarily a canonical minterm). For most (if not all) kinds of decision diagrams, cubes have at most one node per level.

Returns None if the function is false. Otherwise, this method returns a vector where the i-th entry indicates whether the i-th variable is true, false, or “don’t care.”

Whenever a value for a variable needs to be chosen (i.e., it cannot be left as a don’t care), choice is called to determine the valuation for this variable. The argument of type LevelNo is the level corresponding to that variable. It is guaranteed that choice will only be called at most once for each level. The Edge argument is guaranteed to point to an inner node at the respective level. (We pass an Edge and not an InnerNode reference since Edges provide more information, e.g., the NodeID.)

Locking behavior: acquires the manager’s lock for shared access.

fn pick_cube_dd( &self, choice: impl for<'id> FnMut(&Self::Manager<'id>, &EdgeOfFunc<'id, Self>, LevelNo) -> bool, ) -> AllocResult<Self>

Pick a symbolic cube of this function, i.e., as decision diagram

A cube c of a function f is a satisfying assignment, i.e., c → f holds, and can be represented as a conjunction of literals. It does not necessarily define all variables in the function’s domain (it is not necessarily a canonical minterm). For most (if not all) kinds of decision diagrams, cubes have at most one node per level.

Whenever a value for a variable needs to be chosen (i.e., it cannot be left as a don’t care), choice is called to determine the valuation for this variable. The argument of type LevelNo is the level corresponding to that variable. It is guaranteed that choice will only be called at most once for each level. The Edge argument is guaranteed to point to an inner node at the respective level. (We pass an Edge and not an InnerNode reference since Edges provide more information, e.g., the NodeID.)

If self is ⊥, then the return value will be ⊥.

Locking behavior: acquires the manager’s lock for shared access.

fn pick_cube_dd_set(&self, literal_set: &Self) -> AllocResult<Self>

Pick a symbolic cube of this function, i.e., as decision diagram, using the literals in literal_set if there is a choice

A cube c of a function f is a satisfying assignment, i.e., c → f holds, and can be represented as a conjunction of literals. It does not necessarily define all variables in the function’s domain (it is not necessarily a canonical minterm). For most (if not all) kinds of decision diagrams, cubes have at most one node per level.

literal_set is represented as a conjunction of literals. Whenever there is a choice for a variable, it will be set to true if the variable has a positive occurrence in literal_set, and set to false if it occurs negated in literal_set. If the variable does not occur in literal_set, then it will be left as don’t care if possible, otherwise an arbitrary (not necessarily random) choice will be performed.

If self is ⊥, then the return value will be ⊥.

Locking behavior: acquires the manager’s lock for shared access.

fn pick_cube_uniform<S: BuildHasher>( &self, cache: &mut SatCountCache<F64, S>, rng: &mut Rng, ) -> Option<Vec<OptBool>>

Pick a random cube of this function, where each cube has the same probability of being chosen

Returns None if the function is false. Otherwise, this method returns a vector where the i-th entry indicates whether the i-th variable is true, false, or “don’t care.” To obtain a total valuation from this partial valuation, it suffices to pick true or false with probability ½. (Note that this function returns a partial valuation with n “don’t cares” with a probability that is 2ⁿ as high as the probability of any total valuation.)

Locking behavior: acquires the manager’s lock for shared access.

fn pick_cube_uniform_edge<'id, S: BuildHasher>( manager: &Self::Manager<'id>, edge: &EdgeOfFunc<'id, Self>, cache: &mut SatCountCache<F64, S>, rng: &mut Rng, ) -> Option<Vec<OptBool>>

Edge version of Self::pick_cube_uniform()

fn eval(&self, args: impl IntoIterator<Item = (VarNo, bool)>) -> bool

Evaluate this Boolean function

args consists of pairs (variable, value) and determines the valuation for all variables in the function’s domain. The order is irrelevant (except that if the valuation for a variable is given multiple times, the last value counts).

Note that the domain of the Boolean function represented by self is implicit and may comprise a strict subset of the variables in the manager only. This method assumes that the function’s domain corresponds the set of variables in args. Remember that there are kinds of decision diagrams (e.g., ZBDDs) where the domain plays a crucial role for the interpretation of decision diagram nodes as a Boolean function. On the other hand, extending the domain of, e.g., ordinary BDDs does not affect the evaluation result.

Should there be a decision node for a variable not part of the domain, then false is used as the decision value.

Locking behavior: acquires the manager’s lock for shared access.

Panics if any variable number in args is larger that the number of variables in the containing manager.

Dyn Compatibility

This trait is not dyn compatible.

In older versions of Rust, dyn compatibility was called "object safety", so this trait is not object safe.

Implementors