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Track B driver: train Poincaré vs Euclidean hierarchy embeddings under
identical conditions and report the comparison table.
python -m src.run_hierarchy_embed --synthetic --n-nodes 500 --dim 8
python -m src.run_hierarchy_embed --pbdb-taxa Dinosauria Mammalia --dim 8
"""
from __future__ import annotations
import argparse
import random
from typing import List, Tuple
import numpy as np
import torch
from .embed_hierarchy import train_hierarchy_embedding
from .eval_hierarchy import compare_geometries, radius_diagnostics
from .synthetic_tree import get_synthetic_tree_dataset
from .data_pbdb_taxonomy import get_pbdb_taxonomy_dataset
from .provenance import CheckpointStore, hash_code
import os
def set_all_seeds(seed: int):
random.seed(seed)
np.random.seed(seed)
torch.manual_seed(seed)
def split_edges(dataset, test_frac: float = 0.2, seed: int = 0) -> Tuple[List, List]:
"""
WARNING, found by actually running this on a real tree (not assumed):
for a TREE, every non-root node has EXACTLY ONE parent edge (verified:
max count of any node as a 'child' across all edges is 1). Holding out
that single edge removes 100% of that node's positive training signal
-- it has nothing left pulling it toward its true parent. This makes a
held-out-edge split fundamentally unsuited to evaluating a tree
embedding's generalization; it doesn't test what you think it tests.
Use eval_mode='reconstruction' (the default) instead, which matches
Nickel & Kiela's own protocol: train on all edges, evaluate rank
recovery on those same edges (measuring embedding CAPACITY/fidelity at
a given dimension, not generalization to unseen relations -- which is
what "does hyperbolic geometry need fewer dimensions" actually means).
This function is kept only for the (explicitly discouraged) held_out
eval mode.
"""
edges = list(dataset.edge_idx)
rng = random.Random(seed)
rng.shuffle(edges)
n_test = max(1, int(len(edges) * test_frac))
return edges[n_test:], edges[:n_test]
def main():
p = argparse.ArgumentParser()
src = p.add_mutually_exclusive_group(required=True)
src.add_argument("--synthetic", action="store_true",
help="Use a synthetic random tree (runs anywhere, no network).")
src.add_argument("--pbdb-taxa", nargs="+", default=None,
help="Real PBDB taxon groups (requires network to paleobiodb.org).")
p.add_argument("--tree-type", choices=["random_recursive", "balanced"], default="random_recursive",
help="'random_recursive': shallow/bushy, depth~ln(n). "
"'balanced': fixed branching_factor/depth, genuinely deep -- "
"the regime the hyperbolic-advantage literature targets.")
p.add_argument("--branching-factor", type=int, default=3)
p.add_argument("--tree-depth", type=int, default=6)
p.add_argument("--n-nodes", type=int, default=500, help="Synthetic tree size (random_recursive only).")
p.add_argument("--dims", type=int, nargs="+", default=[8],
help="One or more embedding dimensions to sweep.")
p.add_argument("--epochs", type=int, default=200)
p.add_argument("--lr", type=float, default=0.01)
p.add_argument("--margin", type=float, default=1.0)
p.add_argument("--neg-samples", type=int, default=10)
p.add_argument("--seed", type=int, default=0)
p.add_argument("--seeds", type=int, nargs="+", default=None,
help="If given, run all (dim, loss_type) combos across these "
"seeds and report mean +/- std, instead of a single seed.")
p.add_argument("--loss-types", choices=["margin", "softmax"], nargs="+", default=["margin"],
help="One or both losses to compare under identical conditions.")
p.add_argument("--burn-in-epochs", type=int, default=0)
p.add_argument("--burn-in-lr-mult", type=float, default=0.1)
p.add_argument("--learnable-c", action="store_true",
help="Let curvature be learned per model instead of fixed at --c. "
"Applies to the Poincare model only (a fixed scalar for the "
"Euclidean baseline has no equivalent meaning). Guarded by "
"--c-min/--c-max and a separate curvature learning rate -- "
"see embed_hierarchy.py for why those guards are required.")
p.add_argument("--c", type=float, default=1.0, help="Fixed curvature when --learnable-c is not set.")
p.add_argument("--c-values", type=float, nargs="+", default=None,
help="Sweep a fixed-c grid instead of a single --c (recommended "
"primary methodology: interpretable, no coupled instability, "
"matches how most hyperbolic embedding papers report results). "
"Mutually exclusive with --learnable-c.")
p.add_argument("--c-min", type=float, default=0.1)
p.add_argument("--c-max", type=float, default=3.0)
p.add_argument("--curvature-lr-mult", type=float, default=0.1)
p.add_argument("--optimizer", choices=["radam", "rsgd"], default="radam",
help="radam (RiemannianAdam, used throughout so far) or "
"rsgd (RiemannianSGD -- what Nickel & Kiela's original "
"2017 paper actually used; never isolated as a variable "
"in this project before now).")
p.add_argument("--eval-mode", choices=["reconstruction", "held_out"], default="reconstruction",
help="'reconstruction' (default, matches Nickel & Kiela's protocol): "
"train on all edges, evaluate rank-recovery on those same edges "
"-- measures embedding capacity/fidelity at a given dimension. "
"'held_out': held-out edge split -- WARNING, verified broken for "
"tree data (every node has exactly one parent edge, so holding "
"it out removes 100%% of that node's training signal). Kept only "
"for illustration of that failure mode.")
args = p.parse_args()
set_all_seeds(args.seed)
if args.synthetic:
dataset, meta, provenance = get_synthetic_tree_dataset(
n_nodes=args.n_nodes, seed=args.seed, tree_type=args.tree_type,
branching_factor=args.branching_factor, depth=args.tree_depth,
)
node_depths = meta["node_depths_by_idx"]
else:
dataset, meta, provenance = get_pbdb_taxonomy_dataset(base_names=args.pbdb_taxa)
node_depths = None # PBDB tree has no single global root; depth diagnostics skipped
if args.eval_mode == "reconstruction":
train_edges = list(dataset.edge_idx)
test_edges = train_edges # by design: evaluating recovery of what was trained on
else:
print("\n*** WARNING: --eval-mode held_out is known-broken for tree data. ***")
print("*** Every node has exactly one parent edge; holding it out removes ***")
print("*** 100% of that node's training signal. Numbers below will look ***")
print("*** close to random and should NOT be read as 'geometry doesn't help'.***\n")
train_edges, test_edges = split_edges(dataset, test_frac=0.2, seed=args.seed)
print(f"[data] provenance={provenance} nodes={dataset.num_nodes} "
f"train_edges={len(train_edges)} test_edges={len(test_edges)}")
class _EdgeSubset:
def __init__(self, edge_idx, num_nodes):
self.edge_idx = edge_idx
self.num_nodes = num_nodes
train_ds = _EdgeSubset(train_edges, dataset.num_nodes)
if args.learnable_c and args.c_values:
p.error("--learnable-c and --c-values are mutually exclusive")
results_table = []
seeds = args.seeds or [args.seed]
c_grid = args.c_values or [args.c] # single value unless a grid was given
for dim in args.dims:
for loss_type in args.loss_types:
for c_val in c_grid:
label = f"dim={dim}, loss={loss_type}, " + (
"learnable_c" if args.learnable_c else f"c={c_val}"
)
print(f"\n{'='*64}\n{label}\n{'='*64}")
deltas_mrr, deltas_rank = [], []
per_seed = []
for sd in seeds:
p_model, p_metrics = train_hierarchy_embedding(
train_ds, geometry="poincare", dim=dim, epochs=args.epochs,
lr=args.lr, margin=args.margin, neg_samples=args.neg_samples,
loss_type=loss_type, burn_in_epochs=args.burn_in_epochs,
burn_in_lr_mult=args.burn_in_lr_mult, c=c_val,
learnable_c=args.learnable_c, curvature_lr_mult=args.curvature_lr_mult,
optimizer_type=args.optimizer,
c_min=args.c_min, c_max=args.c_max, seed=sd,
)
e_model, e_metrics = train_hierarchy_embedding(
train_ds, geometry="euclidean", dim=dim, epochs=args.epochs,
lr=args.lr, margin=args.margin, neg_samples=args.neg_samples,
loss_type=loss_type, burn_in_epochs=args.burn_in_epochs,
burn_in_lr_mult=args.burn_in_lr_mult, seed=sd,
)
comparison = compare_geometries(p_model, e_model, test_edges)
deltas_mrr.append(comparison["delta_mrr"])
deltas_rank.append(comparison["delta_mean_rank"])
per_seed.append(comparison)
print(f" seed={sd:<5} P_mrr={comparison['poincare']['mrr']:.4f} "
f"E_mrr={comparison['euclidean']['mrr']:.4f} "
f"delta_mrr={comparison['delta_mrr']:+.4f}")
deltas_mrr_t = torch.tensor(deltas_mrr)
mean_delta = deltas_mrr_t.mean().item()
std_delta = deltas_mrr_t.std().item() if len(seeds) > 1 else 0.0
wins = sum(1 for d in deltas_mrr if d > 0)
print(f" --> mean delta_mrr = {mean_delta:+.4f} +/- {std_delta:.4f} "
f"(Poincare wins {wins}/{len(seeds)} seeds)")
if node_depths is not None:
p_radius = radius_diagnostics(p_model, node_depths)
e_radius = radius_diagnostics(e_model, node_depths)
print(f" radius-depth correlation poincare={p_radius['radius_depth_correlation']:+.4f}"
f" euclidean={e_radius['radius_depth_correlation']:+.4f}")
if args.learnable_c:
print(f" learned curvature (last seed): {p_model.manifold.c.item():.4f} "
f"(started at {c_val})")
results_table.append({
"dim": dim, "loss_type": loss_type, "c": c_val,
"learnable_c": args.learnable_c, "seeds": seeds,
"mean_delta_mrr": mean_delta, "std_delta_mrr": std_delta,
"wins": wins, "n_seeds": len(seeds),
})
print(f"\n{'='*64}\nSummary across dimensions, losses, and curvatures\n{'='*64}")
print(f"{'dim':>5} {'loss':>10} {'c':>8} {'mean_delta_mrr':>16} {'std':>8} {'wins':>8}")
for r in results_table:
c_label = "learned" if r["learnable_c"] else f"{r['c']:.3f}"
print(f"{r['dim']:>5} {r['loss_type']:>10} {c_label:>8} {r['mean_delta_mrr']:>+16.4f} "
f"{r['std_delta_mrr']:>8.4f} {r['wins']}/{r['n_seeds']:>6}")
store = CheckpointStore(checkpoints_dir="checkpoints")
code_hash = hash_code(os.path.dirname(os.path.abspath(__file__)))
store.save(
model_state={"results_table": results_table},
config={"dims": args.dims, "epochs": args.epochs, "lr": args.lr,
"margin": args.margin, "neg_samples": args.neg_samples, "seed": args.seed},
dataset_hash=meta.get("edge_hash") or f"synthetic_{meta.get('seed')}_{dataset.num_nodes}",
code_hash=code_hash,
data_provenance=provenance,
extra={"meta": {k: v for k, v in meta.items() if k != "node_to_idx"}},
)
if __name__ == "__main__":
main()
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