pub struct Growth(/* private fields */);Expand description
The asymptotic growth class of an Expr.
Implementations§
Source§impl Growth
impl Growth
pub fn failures(&self) -> Option<&[GrowthFailure]>
Sourcepub fn from_expr(expr: &Expr) -> Growth
pub fn from_expr(expr: &Expr) -> Growth
Compute the growth class of an expression in a single bottom-up pass.
Sourcepub fn dominates(&self, other: &Growth) -> bool
pub fn dominates(&self, other: &Growth) -> bool
Partial order on represented Big-O normal forms.
Unknown values are incomparable. For two known term antichains, self
dominates other iff every term of other is dominated-or-equal by
some term of self — the standard antichain (Pareto) comparison.
Sourcepub fn to_expr(&self) -> Option<Expr>
pub fn to_expr(&self) -> Option<Expr>
Render this growth class back to a display Expr (a sum of monomials),
or None for unknown growth. Terms are already in the deterministic
sort order, so the rendered expression is platform-stable.
Exponential factors are rendered directly from their authoritative symbolic bases and coefficients; no base reconstruction is performed.
Sourcepub fn to_big_o(&self) -> String
pub fn to_big_o(&self) -> String
Canonical Big-O string for this growth class: O(<expr>) for a bounded
class, or O(?) for unknown growth (no honest asymptotic bound —
nonlinear exponent or factorial). This is the single source of truth for
how a growth is displayed as Big-O; presentation layers must call it rather
than re-deriving the mapping (and the Unknown spelling) themselves.
Trait Implementations§
impl Eq for Growth
impl StructuralPartialEq for Growth
Auto Trait Implementations§
impl Freeze for Growth
impl RefUnwindSafe for Growth
impl Send for Growth
impl Sync for Growth
impl Unpin for Growth
impl UnsafeUnpin for Growth
impl UnwindSafe for Growth
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