pub struct MonotoneRootSolution {
pub root: f64,
pub abs_deriv: f64,
pub residual: f64,
pub refine_iters: usize,
}Expand description
Shared hybrid bracketing + Newton solver for strictly monotone calibration equations F(a) = 0.
eval(a) must return (F(a), F'(a), F''(a)). The second derivative is
carried through for the caller but is not used by the solver itself.
Returns (root, |F'(root)|, F(root)). The absolute derivative is always
positive and can be used directly as the density-normalising calibration
derivative. Callers must validate the residual against the scale of their
calibration equation.
The monotone direction (increasing vs decreasing) is inferred from the sign of F’(a) at the initial point, so the same code handles both the Bernoulli case (F increasing) and the survival case (F decreasing).
Fields§
§root: f64§abs_deriv: f64§residual: f64§refine_iters: usizeTrait Implementations§
Source§impl Clone for MonotoneRootSolution
impl Clone for MonotoneRootSolution
Source§fn clone(&self) -> MonotoneRootSolution
fn clone(&self) -> MonotoneRootSolution
Returns a duplicate of the value. Read more
1.0.0 (const: unstable) · Source§fn clone_from(&mut self, source: &Self)
fn clone_from(&mut self, source: &Self)
Performs copy-assignment from
source. Read moreimpl Copy for MonotoneRootSolution
Auto Trait Implementations§
impl Freeze for MonotoneRootSolution
impl RefUnwindSafe for MonotoneRootSolution
impl Send for MonotoneRootSolution
impl Sync for MonotoneRootSolution
impl Unpin for MonotoneRootSolution
impl UnsafeUnpin for MonotoneRootSolution
impl UnwindSafe for MonotoneRootSolution
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