pyepo.metric.regret¶
True regret loss
Attributes¶
Functions¶
Module Contents¶
- pyepo.metric.regret.logger¶
- pyepo.metric.regret.regret(predmodel: torch.nn.Module | collections.abc.Callable, optmodel: pyepo.model.opt.optModel, dataloader: torch.utils.data.DataLoader, processes: int = 1, reduction: str = 'normalized') float | numpy.ndarray¶
True regret (SPO loss) of a trained predictor.
Solves the optimization problem on the predicted cost vector \(\hat{\mathbf{c}}\), then measures the excess true objective incurred by that decision: \(l_i = \mathbf{c}_i^\top \mathbf{w}^*(\hat{\mathbf{c}}_i) - z^*(\mathbf{c}_i)\). With the default
reduction="normalized"the result is \(\sum_i l_i / \sum_i |z^*(\mathbf{c}_i)|\), dimensionless and comparable across problem scales; instances with near-zero true optima inflate the ratio. PyTorch predictors are evaluated undereval(); the original mode is restored afterwards.predmodelmay also be a plain callablef(x: np.ndarray) -> array-likefor JAX/Flax models; pass afunctools.partialthat closes over the current parameter pytree, e.g.functools.partial(model.apply, params).- Parameters:
predmodel – a PyTorch
nn.Modulefor cost prediction, or a JAX callablef(x_numpy) -> cost_arrayoptmodel – a PyEPO optimization model
dataloader – PyTorch DataLoader over an
optDataset(yielding(x, c, w, z)tuples)processes – number of processors, 1 for single-core, 0 for all of cores; a fresh worker pool is spawned per call, each worker rebuilding the model from its constructor args
reduction – “normalized” (sum of regrets over sum of absolute true optima), “sum”, “mean”, or “none” (per-instance array)
- Returns:
aggregated regret, or per-instance regrets when
reduction="none"- Return type:
float or np.ndarray
- pyepo.metric.regret.calRegret(optmodel: pyepo.model.opt.optModel, pred_cost: numpy.ndarray, true_cost: numpy.ndarray, true_obj: float) float¶
True regret of a single instance.
- Parameters:
optmodel – optimization model
pred_cost – predicted cost vector
true_cost – true cost vector
true_obj – true optimal objective value
- Returns:
true regret
- Return type: