Track simulator fidelity experiment artifacts

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2026-07-19 15:31:09 +08:00
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#!/usr/bin/env python3
"""Re-evaluate Frontier and real replay with one SLO-feasible throughput objective.
The analysis is deliberately paired: a cell's capacity is the largest offered
load that satisfies the same request-level SLO among the anchors observed by
both systems. It does not extrapolate beyond the common anchor grid.
"""
from __future__ import annotations
import argparse
import csv
import hashlib
import json
import math
import subprocess
import sys
from collections import Counter
from datetime import datetime, timezone
from pathlib import Path
from typing import Any, Iterable
SCHEMA = "frontier-slo-alignment-v0"
MODE = "frozen-calibrated"
READING = "paired-grid-slo-feasible-max-offered-throughput"
EXPECTED_CELLS = {
f"tp{tp}_mns{mns}" for tp in (1, 2, 4) for mns in (8, 16, 32, 64)
}
def load_json(path: Path) -> dict[str, Any]:
with path.open(encoding="utf-8") as source:
value = json.load(source)
if not isinstance(value, dict):
raise ValueError(f"expected JSON object: {path}")
return value
def sha256_file(path: Path) -> str:
digest = hashlib.sha256()
with path.open("rb") as source:
for chunk in iter(lambda: source.read(1 << 20), b""):
digest.update(chunk)
return digest.hexdigest()
def git_revision(path: Path) -> dict[str, str]:
def run(*arguments: str) -> str:
return subprocess.run(
["git", *arguments],
cwd=path,
check=True,
capture_output=True,
text=True,
).stdout.strip()
return {"head": run("rev-parse", "HEAD"), "status_short": run("status", "--short")}
def load_real_cells(ground_truth_path: Path) -> dict[str, dict[str, Any]]:
ground_truth = load_json(ground_truth_path)
cells = {}
for cell in ground_truth["cells"]:
cell_id = str(cell["cell_id"])
if cell_id in cells:
raise ValueError(f"duplicate real cell: {cell_id}")
probes = {int(probe["probe_index"]): probe for probe in cell["probe_history"]}
if len(probes) != len(cell["probe_history"]):
raise ValueError(f"duplicate real probe index: {cell_id}")
cells[cell_id] = {**cell, "probes": probes}
if set(cells) != EXPECTED_CELLS:
raise ValueError(f"unexpected real cells: {sorted(cells)}")
return cells
def load_frontier_runs(results_dir: Path, mode: str = MODE) -> dict[tuple[str, int], dict[str, Any]]:
runs: dict[tuple[str, int], dict[str, Any]] = {}
manifests = sorted((results_dir / "raw").glob("*/trial-*/run_manifest.json"))
for manifest_path in manifests:
manifest = load_json(manifest_path)
run = manifest["run"]
if run["mode"] != mode:
continue
status_path = manifest_path.with_name("trial_status.json")
if not status_path.exists():
raise ValueError(f"missing trial status: {status_path}")
status = load_json(status_path)
if status["status"] != "pass":
continue
scorer_path = manifest_path.with_name("scorer_output.json")
if not scorer_path.exists():
raise ValueError(f"missing scorer output: {scorer_path}")
scorer = load_json(scorer_path)
key = (str(run["cell_id"]), int(run["probe_index"]))
if key in runs:
raise ValueError(f"duplicate Frontier run: {key}")
if int(scorer["total_requests"]) != int(run["request_count"]):
raise ValueError(f"request count mismatch: {key}")
runs[key] = {
"manifest_path": str(manifest_path),
"manifest": manifest,
"scorer_path": str(scorer_path),
"scorer": scorer,
}
return runs
def build_anchor_records(
real_cells: dict[str, dict[str, Any]],
frontier_runs: dict[tuple[str, int], dict[str, Any]],
) -> list[dict[str, Any]]:
expected = {
(cell_id, probe_index)
for cell_id, cell in real_cells.items()
for probe_index in cell["probes"]
}
if set(frontier_runs) != expected:
missing = sorted(expected - set(frontier_runs))
extra = sorted(set(frontier_runs) - expected)
raise ValueError(f"Frontier/real anchor mismatch; missing={missing}, extra={extra}")
anchors = []
for cell_id, probe_index in sorted(expected):
cell = real_cells[cell_id]
probe = cell["probes"][probe_index]
frontier = frontier_runs[(cell_id, probe_index)]
run = frontier["manifest"]["run"]
scorer = frontier["scorer"]
if int(run["request_count"]) != int(probe["request_count"]):
raise ValueError(f"paired request count mismatch: {(cell_id, probe_index)}")
if not math.isclose(
float(run["sampling_u"]), float(probe["sampling_u"]), rel_tol=0.0, abs_tol=1e-15
):
raise ValueError(f"paired sampling_u mismatch: {(cell_id, probe_index)}")
rate = float(probe["request_rate_per_gpu_req_s_gpu"])
anchors.append(
{
"cell_id": cell_id,
"tp": int(cell["tensor_parallel_size"]),
"mns": int(cell["max_num_seqs"]),
"probe_index": probe_index,
"sampling_u": float(probe["sampling_u"]),
"request_count": int(probe["request_count"]),
"offered_req_s_per_gpu": rate,
"real_feasible": bool(probe["feasible"]),
"real_pass_rate": float(probe["pass_rate"]),
"frontier_feasible": bool(scorer["slo"]["feasible"]),
"frontier_pass_rate": float(scorer["slo"]["pass_rate"]),
"frontier_completed_req_s_per_gpu": float(
scorer["throughput_requests_per_second_per_gpu"]
),
}
)
return anchors
def monotonic_violations(rows: list[dict[str, Any]], field: str) -> list[dict[str, Any]]:
ordered = sorted(rows, key=lambda row: (row["offered_req_s_per_gpu"], row["probe_index"]))
violations = []
for lower_index, lower in enumerate(ordered):
for upper in ordered[lower_index + 1 :]:
if (
lower["offered_req_s_per_gpu"] < upper["offered_req_s_per_gpu"]
and not lower[field]
and upper[field]
):
violations.append(
{
"lower_probe": lower["probe_index"],
"lower_rate": lower["offered_req_s_per_gpu"],
"upper_probe": upper["probe_index"],
"upper_rate": upper["offered_req_s_per_gpu"],
}
)
return violations
def selected_anchor(rows: list[dict[str, Any]], field: str) -> dict[str, Any] | None:
feasible = [row for row in rows if row[field]]
if not feasible:
return None
return max(feasible, key=lambda row: (row["offered_req_s_per_gpu"], -row["probe_index"]))
def summarize_cells(anchors: list[dict[str, Any]]) -> dict[str, dict[str, Any]]:
grouped = {cell: [] for cell in sorted(EXPECTED_CELLS)}
for row in anchors:
grouped[row["cell_id"]].append(row)
summaries = {}
for cell_id, rows in grouped.items():
real_selected = selected_anchor(rows, "real_feasible")
frontier_selected = selected_anchor(rows, "frontier_feasible")
real_score = real_selected["offered_req_s_per_gpu"] if real_selected else 0.0
frontier_score = frontier_selected["offered_req_s_per_gpu"] if frontier_selected else 0.0
max_rate = max(row["offered_req_s_per_gpu"] for row in rows)
real_violations = monotonic_violations(rows, "real_feasible")
frontier_violations = monotonic_violations(rows, "frontier_feasible")
summaries[cell_id] = {
"tp": rows[0]["tp"],
"mns": rows[0]["mns"],
"anchor_count": len(rows),
"max_common_anchor_req_s_per_gpu": max_rate,
"real_feasible_anchor_count": sum(bool(row["real_feasible"]) for row in rows),
"frontier_feasible_anchor_count": sum(
bool(row["frontier_feasible"]) for row in rows
),
"real_score": real_score,
"frontier_score": frontier_score,
"absolute_error": frontier_score - real_score,
"relative_error": (frontier_score - real_score) / real_score if real_score else None,
"real_selected_probe": real_selected["probe_index"] if real_selected else None,
"frontier_selected_probe": frontier_selected["probe_index"] if frontier_selected else None,
"frontier_right_censored": bool(
frontier_selected and math.isclose(frontier_score, max_rate, abs_tol=1e-15)
),
"frontier_boundary_bracketed": bool(
frontier_selected
and any(
not row["frontier_feasible"]
and row["offered_req_s_per_gpu"] > frontier_score
for row in rows
)
),
"real_monotonic_violation_count": len(real_violations),
"frontier_monotonic_violation_count": len(frontier_violations),
"real_monotonic_violations": real_violations,
"frontier_monotonic_violations": frontier_violations,
}
return summaries
def score_buckets(scores: dict[str, float]) -> tuple[float, dict[str, int]]:
tolerance = max(1e-9, 1e-6 * max(abs(value) for value in scores.values()))
return tolerance, {cell: math.floor(value / tolerance) for cell, value in scores.items()}
def sign(value: int) -> int:
return (value > 0) - (value < 0)
def ranking_metrics(
real_scores: dict[str, float], frontier_scores: dict[str, float]
) -> dict[str, Any]:
if set(real_scores) != set(frontier_scores):
raise ValueError("ranking score cells differ")
real_tolerance, real_buckets = score_buckets(real_scores)
frontier_tolerance, frontier_buckets = score_buckets(frontier_scores)
cells = sorted(real_scores)
counts = Counter()
exact = 0
for left_index, left in enumerate(cells):
for right in cells[left_index + 1 :]:
real_sign = sign(real_buckets[left] - real_buckets[right])
frontier_sign = sign(frontier_buckets[left] - frontier_buckets[right])
exact += int(real_sign == frontier_sign)
if real_sign == 0 and frontier_sign == 0:
counts["both_tied"] += 1
elif real_sign == 0:
counts["real_only_tied"] += 1
elif frontier_sign == 0:
counts["frontier_only_tied"] += 1
elif real_sign == frontier_sign:
counts["concordant"] += 1
else:
counts["discordant"] += 1
numerator = counts["concordant"] - counts["discordant"]
denominator = math.sqrt(
(counts["concordant"] + counts["discordant"] + counts["real_only_tied"])
* (
counts["concordant"]
+ counts["discordant"]
+ counts["frontier_only_tied"]
)
)
tau = numerator / denominator if denominator else 0.0
top_bucket = max(frontier_buckets.values())
candidates = sorted(cell for cell, bucket in frontier_buckets.items() if bucket == top_bucket)
real_best = max(real_scores.values())
regrets = [(real_best - real_scores[cell]) / real_best for cell in candidates]
return {
"real_tolerance": real_tolerance,
"frontier_tolerance": frontier_tolerance,
"top1_candidate_cells": candidates,
"top1_effective_k": len(candidates),
"top1_optimistic_regret": min(regrets),
"top1_worst_case_regret": max(regrets),
"pair_count": len(cells) * (len(cells) - 1) // 2,
"pairwise_exact_sign_accuracy": exact / (len(cells) * (len(cells) - 1) // 2),
"kendall_tau_b": tau,
"kendall_counts": dict(counts),
}
def confusion_metrics(anchors: list[dict[str, Any]]) -> dict[str, Any]:
counts = Counter()
for row in anchors:
real = bool(row["real_feasible"])
frontier = bool(row["frontier_feasible"])
label = (
"true_feasible"
if real and frontier
else "true_infeasible"
if not real and not frontier
else "false_feasible"
if not real and frontier
else "false_infeasible"
)
counts[label] += 1
total = len(anchors)
positive = counts["true_feasible"] + counts["false_infeasible"]
negative = counts["true_infeasible"] + counts["false_feasible"]
return {
**{name: counts[name] for name in (
"true_feasible",
"true_infeasible",
"false_feasible",
"false_infeasible",
)},
"total": total,
"accuracy": (counts["true_feasible"] + counts["true_infeasible"]) / total,
"feasible_recall": counts["true_feasible"] / positive if positive else None,
"infeasible_recall": counts["true_infeasible"] / negative if negative else None,
"false_feasible_rate": counts["false_feasible"] / negative if negative else None,
"false_infeasible_rate": counts["false_infeasible"] / positive if positive else None,
}
def error_metrics(cell_summaries: dict[str, dict[str, Any]]) -> dict[str, float]:
errors = [row["absolute_error"] for row in cell_summaries.values()]
relative = [abs(row["relative_error"]) for row in cell_summaries.values()]
return {
"mean_absolute_error_req_s_per_gpu": sum(abs(value) for value in errors) / len(errors),
"root_mean_square_error_req_s_per_gpu": math.sqrt(
sum(value * value for value in errors) / len(errors)
),
"mean_absolute_percentage_error": sum(relative) / len(relative),
"right_censored_cell_count": sum(
bool(row["frontier_right_censored"]) for row in cell_summaries.values()
),
"bracketed_cell_count": sum(
bool(row["frontier_boundary_bracketed"]) for row in cell_summaries.values()
),
}
def grouped_error_metrics(
cell_summaries: dict[str, dict[str, Any]], field: str
) -> dict[str, dict[str, float]]:
groups: dict[int, list[dict[str, Any]]] = {}
for row in cell_summaries.values():
groups.setdefault(int(row[field]), []).append(row)
output = {}
for key, rows in sorted(groups.items()):
output[str(key)] = {
"cell_count": len(rows),
"mean_signed_error_req_s_per_gpu": sum(row["absolute_error"] for row in rows)
/ len(rows),
"mean_absolute_error_req_s_per_gpu": sum(
abs(row["absolute_error"]) for row in rows
)
/ len(rows),
"right_censored_cell_count": sum(bool(row["frontier_right_censored"]) for row in rows),
}
return output
def old_proxy_summary(previous_metrics_path: Path) -> dict[str, Any]:
previous = load_json(previous_metrics_path)
analysis = previous["analyses"]["frozen-calibrated/throughput-proxy"]
metrics = analysis["metrics"]
return {
"reading": "completed-throughput proxy (old, not SLO gated)",
"top1_candidate_cells": metrics["top1"]["candidate_cells"],
"top1_worst_case_regret": metrics["top1"]["worst_case_regret"],
"kendall_tau_b": metrics["kendall_tau_b"]["tau_b"],
"pairwise_exact_sign_accuracy": metrics["pairwise_direction"]["exact_sign_accuracy"],
}
def validate_previous_slo_reading(
previous_metrics_path: Path,
real_scores: dict[str, float],
frontier_scores: dict[str, float],
) -> dict[str, Any]:
previous = load_json(previous_metrics_path)
previous_real = {cell: float(value) for cell, value in previous["real_scores"].items()}
previous_frontier = {
cell: float(value)
for cell, value in previous["analyses"]["frozen-calibrated/SLO-gated"][
"simulated_scores"
].items()
}
real_difference = max(abs(real_scores[cell] - previous_real[cell]) for cell in real_scores)
frontier_difference = max(
abs(frontier_scores[cell] - previous_frontier[cell]) for cell in frontier_scores
)
if real_difference > 1e-12 or frontier_difference > 1e-12:
raise ValueError(
"independent aligned reconstruction disagrees with previous secondary reading: "
f"real={real_difference}, Frontier={frontier_difference}"
)
return {
"status": "PASS",
"previous_reading": "frozen-calibrated/SLO-gated",
"maximum_real_score_absolute_difference": real_difference,
"maximum_frontier_score_absolute_difference": frontier_difference,
}
def write_csv(path: Path, fieldnames: list[str], rows: Iterable[dict[str, Any]]) -> None:
with path.open("w", encoding="utf-8", newline="") as output:
writer = csv.DictWriter(output, fieldnames=fieldnames)
writer.writeheader()
writer.writerows({field: row.get(field) for field in fieldnames} for row in rows)
def render_report(metrics: dict[str, Any]) -> str:
rank = metrics["aligned_ranking"]
confusion = metrics["anchor_feasibility"]
error = metrics["score_error"]
grouped = metrics["grouped_score_error"]
old = metrics["objective_comparison"]["old_proxy"]
cells = metrics["cells"]
lines = [
"# Frontier SLO-aligned retrospective experiment",
"",
"## Result",
"",
(
"After aligning both systems to the same paired-grid objective—maximum offered "
"req/s/GPU with request-level SLO pass rate >= 0.95—the old 30.46% top-1 "
"regret does not reproduce. Frontier nominates `"
+ "`, `".join(rank["top1_candidate_cells"])
+ f"` (tie), with real-evaluated regret {100 * rank['top1_optimistic_regret']:.3f}%"
+ f"--{100 * rank['top1_worst_case_regret']:.3f}%."
),
"",
(
f"Ranking agreement is high on this fixed candidate grid: Kendall tau-b "
f"{rank['kendall_tau_b']:.4f}, pairwise exact-sign accuracy "
f"{100 * rank['pairwise_exact_sign_accuracy']:.2f}%. This is materially different "
f"from the old completed-throughput proxy (tau-b {old['kendall_tau_b']:.4f}, "
f"top-1 regret {100 * old['top1_worst_case_regret']:.2f}%)."
),
"",
"## Per-cell paired-grid capacity",
"",
"| Cell | Real | Frontier | Error | Frontier boundary | Real monotonic violations |",
"|---|---:|---:|---:|---|---:|",
]
for cell_id in sorted(cells, key=lambda cell: (cells[cell]["tp"], cells[cell]["mns"])):
row = cells[cell_id]
boundary = "right-censored" if row["frontier_right_censored"] else (
"bracketed" if row["frontier_boundary_bracketed"] else "unresolved"
)
lines.append(
f"| `{cell_id}` | {row['real_score']:.6f} | {row['frontier_score']:.6f} | "
f"{row['absolute_error']:+.6f} | {boundary} | "
f"{row['real_monotonic_violation_count']} |"
)
lines.extend(
[
"",
"The paired-grid score MAE is "
f"{error['mean_absolute_error_req_s_per_gpu']:.4f} req/s/GPU and MAPE is "
f"{100 * error['mean_absolute_percentage_error']:.2f}%. These error aggregates "
"must be read as grid-clipped because "
f"{int(error['right_censored_cell_count'])}/12 Frontier cells remain feasible at "
"their highest common anchor.",
"",
"The error is configuration-dependent rather than a uniform scale offset. Mean "
f"signed error is {grouped['by_mns']['8']['mean_signed_error_req_s_per_gpu']:+.4f} "
"req/s/GPU for MNS=8, but rises to "
f"{grouped['by_mns']['32']['mean_signed_error_req_s_per_gpu']:+.4f} and "
f"{grouped['by_mns']['64']['mean_signed_error_req_s_per_gpu']:+.4f} for MNS=32/64. "
"The aligned score therefore still exposes a missing or distorted MNS response.",
"",
"## Anchor-level feasibility",
"",
f"Across {confusion['total']} paired anchors: true-feasible="
f"{confusion['true_feasible']}, true-infeasible={confusion['true_infeasible']}, "
f"false-feasible={confusion['false_feasible']}, false-infeasible="
f"{confusion['false_infeasible']}. Accuracy is {100 * confusion['accuracy']:.2f}%, "
f"but the false-feasible rate among real-infeasible anchors is "
f"{100 * confusion['false_feasible_rate']:.2f}%.",
"",
"Therefore the aligned experiment supports a narrower conclusion: Frontier can "
"recover the top configuration family on this frozen, ragged candidate grid, but "
"it is not yet a reliable SLO feasibility oracle. Good top-1 ranking is compatible "
"with many wrong boundary labels.",
"",
"## Validity limits",
"",
"- This is a retrospective single-run analysis; no confidence interval is valid.",
"- Real probes within a cell reused one vLLM process and prefix-cache history; "
"Frontier anchors were independent runs. History-dependent real pass-rate values "
"are retained rather than monotonicized; binary feasibility happens to remain "
"monotone on the observed per-cell grids.",
"- Right-censored cells expose only a lower bound on Frontier's own capacity. "
"They are valid for paired-grid selection, not for claiming an exact simulator knee.",
"- The frozen per-TP calibration and evaluation surface are not fully independent "
"across workload families, so this is not a generalization result.",
"",
"## Required prospective experiment",
"",
"Repeat a small set of boundary cells with one engine restart per anchor, explicit "
"cold-cache state, identical offered-load grid, and repeated trials. Extend the grid "
"until both real and Frontier have at least one feasible and one infeasible point. "
"Only that experiment can estimate boundary displacement and its uncertainty.",
"",
]
)
return "\n".join(lines)
def analyze(
ground_truth_path: Path,
results_dir: Path,
previous_metrics_path: Path,
repository_root: Path,
) -> tuple[dict[str, Any], list[dict[str, Any]]]:
real_cells = load_real_cells(ground_truth_path)
frontier_runs = load_frontier_runs(results_dir)
anchors = build_anchor_records(real_cells, frontier_runs)
cells = summarize_cells(anchors)
real_scores = {cell: row["real_score"] for cell, row in cells.items()}
frontier_scores = {cell: row["frontier_score"] for cell, row in cells.items()}
frontier_revisions = {
run["manifest"]["frontier"]["git_head"] for run in frontier_runs.values()
}
if len(frontier_revisions) != 1:
raise ValueError(f"mixed Frontier revisions: {sorted(frontier_revisions)}")
metrics = {
"schema_version": SCHEMA,
"generated_utc": datetime.now(timezone.utc).isoformat(),
"status": "VALID_RETROSPECTIVE_ALIGNED_ANALYSIS",
"claim": (
"On the frozen common anchor grid, rank configurations by maximum offered "
"req/s/GPU whose request-level SLO pass rate is at least 0.95 in each system."
),
"estimand": READING,
"inputs": {
"ground_truth": {
"path": str(ground_truth_path),
"sha256": sha256_file(ground_truth_path),
},
"frontier_results": str(results_dir),
"previous_metrics": {
"path": str(previous_metrics_path),
"sha256": sha256_file(previous_metrics_path),
},
},
"provenance": {
"analysis_repository": git_revision(repository_root),
"frontier_git_head_recorded_by_runs": next(iter(frontier_revisions)),
"frontier_mode": MODE,
"real_engine_version": "vLLM 0.20.0",
"anchor_count": len(anchors),
"cell_count": len(cells),
},
"objective_comparison": {"old_proxy": old_proxy_summary(previous_metrics_path)},
"aligned_ranking": ranking_metrics(real_scores, frontier_scores),
"anchor_feasibility": confusion_metrics(anchors),
"score_error": error_metrics(cells),
"grouped_score_error": {
"by_tp": grouped_error_metrics(cells, "tp"),
"by_mns": grouped_error_metrics(cells, "mns"),
},
"independent_reconstruction_crosscheck": validate_previous_slo_reading(
previous_metrics_path, real_scores, frontier_scores
),
"cells": cells,
"statistics": {
"real_trials_per_anchor": 1,
"frontier_trials_per_anchor": 1,
"confidence_intervals": None,
"reason": "single retrospective observation per paired anchor",
},
"known_limits": [
"real probes reused a process and prefix-cache history within each cell",
"Frontier anchors were independent simulator runs",
"right-censored cells do not identify Frontier's exact capacity knee",
"the anchor grid is ragged across cells",
],
}
return metrics, anchors
def parse_args() -> argparse.Namespace:
parser = argparse.ArgumentParser(description=__doc__)
parser.add_argument("--ground-truth", type=Path, required=True)
parser.add_argument("--frontier-results", type=Path, required=True)
parser.add_argument("--previous-metrics", type=Path, required=True)
parser.add_argument("--output-dir", type=Path, required=True)
return parser.parse_args()
def main() -> None:
args = parse_args()
repository_root = Path(__file__).resolve().parents[2]
metrics, anchors = analyze(
args.ground_truth.resolve(),
args.frontier_results.resolve(),
args.previous_metrics.resolve(),
repository_root,
)
args.output_dir.mkdir(parents=True, exist_ok=True)
metrics_path = args.output_dir / "metrics.json"
metrics_path.write_text(json.dumps(metrics, indent=2, sort_keys=True) + "\n", encoding="utf-8")
write_csv(
args.output_dir / "cell_scores.csv",
[
"cell_id",
"tp",
"mns",
"anchor_count",
"real_score",
"frontier_score",
"absolute_error",
"relative_error",
"frontier_right_censored",
"frontier_boundary_bracketed",
"real_monotonic_violation_count",
"frontier_monotonic_violation_count",
],
({"cell_id": cell_id, **row} for cell_id, row in sorted(metrics["cells"].items())),
)
write_csv(
args.output_dir / "anchor_labels.csv",
[
"cell_id",
"tp",
"mns",
"probe_index",
"sampling_u",
"request_count",
"offered_req_s_per_gpu",
"real_feasible",
"real_pass_rate",
"frontier_feasible",
"frontier_pass_rate",
"frontier_completed_req_s_per_gpu",
],
anchors,
)
(args.output_dir / "report.md").write_text(render_report(metrics), encoding="utf-8")
print(json.dumps({"status": metrics["status"], "metrics": str(metrics_path)}, sort_keys=True))
if __name__ == "__main__":
main()

View File

@@ -0,0 +1,93 @@
cell_id,tp,mns,probe_index,sampling_u,request_count,offered_req_s_per_gpu,real_feasible,real_pass_rate,frontier_feasible,frontier_pass_rate,frontier_completed_req_s_per_gpu
tp1_mns16,1,16,0,0.5,276,4.6,False,0.09057971014492754,False,0.14855072463768115,3.2422237998507493
tp1_mns16,1,16,1,0.25,143,2.3833333333333333,False,0.8461538461538461,True,1.0,2.2847815885743166
tp1_mns16,1,16,2,0.125,66,1.1,True,1.0,True,1.0,1.0641771799103616
tp1_mns16,1,16,3,0.1875,103,1.7166666666666666,True,1.0,True,1.0,1.6601410596627497
tp1_mns16,1,16,4,0.21875,121,2.0166666666666666,True,1.0,True,1.0,1.9360040008720856
tp1_mns16,1,16,5,0.234375,132,2.2,True,0.9924242424242424,True,1.0,2.1118607283809685
tp1_mns16,1,16,6,0.2421875,137,2.283333333333333,True,0.9927007299270073,True,1.0,2.1914280693644232
tp1_mns16,1,16,7,0.24609375,141,2.35,True,0.9574468085106383,True,1.0,2.2549713872507646
tp1_mns32,1,32,0,0.5,276,4.6,False,0.014492753623188406,False,0.6666666666666666,4.297017390853387
tp1_mns32,1,32,1,0.25,143,2.3833333333333333,False,0.7132867132867133,True,1.0,2.284832740403262
tp1_mns32,1,32,2,0.125,66,1.1,True,1.0,True,1.0,1.0641771799103616
tp1_mns32,1,32,3,0.1875,103,1.7166666666666666,True,1.0,True,1.0,1.6601410596627497
tp1_mns32,1,32,4,0.21875,121,2.0166666666666666,True,1.0,True,1.0,1.9360040008720856
tp1_mns32,1,32,5,0.234375,132,2.2,True,0.9621212121212122,True,1.0,2.11158903487612
tp1_mns32,1,32,6,0.2421875,137,2.283333333333333,True,0.9635036496350365,True,1.0,2.1911815099759533
tp1_mns32,1,32,7,0.24609375,141,2.35,False,0.723404255319149,True,1.0,2.2550534049233777
tp1_mns64,1,64,0,0.5,276,4.6,False,0.057971014492753624,False,0.6666666666666666,4.356763578770651
tp1_mns64,1,64,1,0.25,143,2.3833333333333333,False,0.7132867132867133,True,1.0,2.284832740403262
tp1_mns64,1,64,2,0.125,66,1.1,True,1.0,True,1.0,1.0641771799103616
tp1_mns64,1,64,3,0.1875,103,1.7166666666666666,True,1.0,True,1.0,1.6601410596627497
tp1_mns64,1,64,4,0.21875,121,2.0166666666666666,True,1.0,True,1.0,1.9360040008720856
tp1_mns64,1,64,5,0.234375,132,2.2,True,0.9621212121212122,True,1.0,2.11158903487612
tp1_mns64,1,64,6,0.2421875,137,2.283333333333333,True,0.9635036496350365,True,1.0,2.1911815099759533
tp1_mns64,1,64,7,0.24609375,141,2.35,False,0.723404255319149,True,1.0,2.2550534049233777
tp1_mns8,1,8,0,0.5,276,4.6,False,0.06521739130434782,False,0.06884057971014493,2.1725065543636846
tp1_mns8,1,8,1,0.25,143,2.3833333333333333,False,0.6993006993006993,False,0.6153846153846154,2.0743292183634
tp1_mns8,1,8,2,0.125,66,1.1,True,1.0,True,1.0,1.0641771799103616
tp1_mns8,1,8,3,0.1875,103,1.7166666666666666,True,1.0,True,1.0,1.660069637502782
tp1_mns8,1,8,4,0.21875,121,2.0166666666666666,True,1.0,False,0.8677685950413223,1.8977642969225545
tp1_mns8,1,8,5,0.234375,132,2.2,False,0.7121212121212122,False,0.7575757575757576,2.0012415074420837
tp1_mns8,1,8,6,0.2265625,126,2.1,True,1.0,False,0.7936507936507936,1.942525444038986
tp1_mns8,1,8,7,0.23046875,130,2.1666666666666665,False,0.8846153846153846,False,0.7846153846153846,1.9778490149228842
tp2_mns16,2,16,0,0.5,276,2.3,False,0.9492753623188406,True,1.0,2.2439374417654148
tp2_mns16,2,16,1,0.25,143,1.1916666666666667,True,1.0,True,1.0,1.1652366234427673
tp2_mns16,2,16,2,0.375,209,1.7416666666666667,True,1.0,True,1.0,1.7024011425654029
tp2_mns16,2,16,3,0.4375,243,2.025,True,1.0,True,1.0,1.978602236135322
tp2_mns16,2,16,4,0.46875,256,2.1333333333333333,True,1.0,True,1.0,2.083276142822733
tp2_mns16,2,16,5,0.484375,265,2.2083333333333335,True,1.0,True,1.0,2.15467356806669
tp2_mns16,2,16,6,0.4921875,269,2.2416666666666667,True,1.0,True,1.0,2.187119822377907
tp2_mns16,2,16,7,0.49609375,273,2.275,True,1.0,True,1.0,2.219545738132131
tp2_mns32,2,32,0,0.5,276,2.3,True,0.9855072463768116,True,1.0,2.2439374417654148
tp2_mns32,2,32,1,0.75,391,3.2583333333333333,True,1.0,True,1.0,3.171147514698164
tp2_mns32,2,32,2,0.875,450,3.75,False,0.42,True,1.0,3.6496440319651886
tp2_mns32,2,32,3,0.8125,417,3.475,False,0.7745803357314148,True,1.0,3.381833218203857
tp2_mns32,2,32,4,0.78125,407,3.3916666666666666,False,0.20147420147420148,True,1.0,3.3006981169615908
tp2_mns32,2,32,5,0.765625,400,3.3333333333333335,False,0.695,True,1.0,3.243915834454301
tp2_mns32,2,32,6,0.7578125,396,3.3,False,0.8535353535353535,True,1.0,3.2118868660091686
tp2_mns32,2,32,7,0.75390625,394,3.283333333333333,True,1.0,True,1.0,3.195580748135602
tp2_mns64,2,64,0,0.5,276,2.3,True,0.9855072463768116,True,1.0,2.2439374417654148
tp2_mns64,2,64,1,0.75,391,3.2583333333333333,True,1.0,True,1.0,3.171147514698164
tp2_mns64,2,64,2,0.875,450,3.75,False,0.34,True,1.0,3.6496440319651886
tp2_mns64,2,64,3,0.8125,417,3.475,False,0.6282973621103117,True,1.0,3.381833218203857
tp2_mns64,2,64,4,0.78125,407,3.3916666666666666,False,0.8427518427518428,True,1.0,3.3006981169615908
tp2_mns64,2,64,5,0.765625,400,3.3333333333333335,False,0.0775,True,1.0,3.243915834454301
tp2_mns64,2,64,6,0.7578125,396,3.3,False,0.29292929292929293,True,1.0,3.2118868660091686
tp2_mns64,2,64,7,0.75390625,394,3.283333333333333,False,0.6040609137055838,True,1.0,3.195580748135602
tp2_mns8,2,8,0,0.5,276,2.3,False,0.2028985507246377,False,0.39492753623188404,2.037309149499862
tp2_mns8,2,8,1,0.25,143,1.1916666666666667,True,1.0,True,1.0,1.1652509326668725
tp2_mns8,2,8,2,0.375,209,1.7416666666666667,True,1.0,True,1.0,1.6993884308462768
tp2_mns8,2,8,3,0.4375,243,2.025,True,1.0,False,0.9465020576131687,1.9636944417416549
tp2_mns8,2,8,4,0.46875,256,2.1333333333333333,True,1.0,False,0.890625,2.0353351328293683
tp2_mns8,2,8,5,0.484375,265,2.2083333333333335,True,1.0,False,0.6943396226415094,2.0340077558764986
tp2_mns8,2,8,6,0.4921875,269,2.2416666666666667,True,1.0,False,0.5204460966542751,2.0394007508896705
tp2_mns8,2,8,7,0.49609375,273,2.275,True,1.0,False,0.4358974358974359,2.0358394808879736
tp4_mns16,4,16,0,0.034252608017,600,2.5,False,0.16,True,1.0,2.4366476386646814
tp4_mns16,4,16,1,0.017126304009,317,1.3208333333333333,True,1.0,True,1.0,1.3046624956163406
tp4_mns16,4,16,2,0.025689456013,453,1.8875,True,1.0,True,1.0,1.8463926715458043
tp4_mns16,4,16,3,0.029971032015,516,2.15,True,1.0,True,1.0,2.0988716639818685
tp4_mns16,4,16,4,0.032111820016,552,2.3,True,1.0,True,1.0,2.2421056884527815
tp4_mns16,4,16,5,0.033182214016,575,2.3958333333333335,True,1.0,True,1.0,2.335243044645089
tp4_mns16,4,16,6,0.033717411016,586,2.441666666666667,True,1.0,True,1.0,2.3799430022241697
tp4_mns32,4,32,0,0.034252608017,600,2.5,False,0.3466666666666667,True,1.0,2.462327006841985
tp4_mns32,4,32,1,0.017126304009,317,1.3208333333333333,True,1.0,True,1.0,1.3046624956163406
tp4_mns32,4,32,2,0.025689456013,453,1.8875,True,1.0,True,1.0,1.859491597548273
tp4_mns32,4,32,3,0.029971032015,516,2.15,True,1.0,True,1.0,2.117703981656738
tp4_mns32,4,32,4,0.032111820016,552,2.3,True,1.0,True,1.0,2.2653938418034003
tp4_mns32,4,32,5,0.033182214016,575,2.3958333333333335,True,1.0,True,1.0,2.359733397875389
tp4_mns32,4,32,6,0.033717411016,586,2.441666666666667,True,1.0,True,1.0,2.4049469442687075
tp4_mns64,4,64,0,0.034252608017,600,2.5,False,0.3466666666666667,True,1.0,2.462327006841985
tp4_mns64,4,64,1,0.017126304009,317,1.3208333333333333,True,1.0,True,1.0,1.3046624956163406
tp4_mns64,4,64,2,0.025689456013,453,1.8875,True,1.0,True,1.0,1.859491597548273
tp4_mns64,4,64,3,0.029971032015,516,2.15,True,1.0,True,1.0,2.117703981656738
tp4_mns64,4,64,4,0.032111820016,552,2.3,True,1.0,True,1.0,2.2653938418034003
tp4_mns64,4,64,5,0.033182214016,575,2.3958333333333335,True,1.0,True,1.0,2.359733397875389
tp4_mns64,4,64,6,0.033717411016,586,2.441666666666667,True,1.0,True,1.0,2.4049469442687075
tp4_mns8,4,8,0,0.034252608017,600,2.5,False,0.056666666666666664,False,0.095,1.5449814460277083
tp4_mns8,4,8,1,0.017126304009,317,1.3208333333333333,False,0.8517350157728707,True,1.0,1.277194040226129
tp4_mns8,4,8,2,0.008563152005,159,0.6625,True,1.0,True,1.0,0.6553587315711599
tp4_mns8,4,8,3,0.012844728007,243,1.0125,True,1.0,True,1.0,0.9892987097876506
tp4_mns8,4,8,4,0.014985516008,274,1.1416666666666666,True,1.0,True,1.0,1.1153521862441735
tp4_mns8,4,8,5,0.016055910008,301,1.2541666666666667,True,1.0,True,1.0,1.2252281710185793
tp4_mns8,4,8,6,0.016591107009,308,1.2833333333333334,True,1.0,True,1.0,1.2459143726426762
1 cell_id tp mns probe_index sampling_u request_count offered_req_s_per_gpu real_feasible real_pass_rate frontier_feasible frontier_pass_rate frontier_completed_req_s_per_gpu
2 tp1_mns16 1 16 0 0.5 276 4.6 False 0.09057971014492754 False 0.14855072463768115 3.2422237998507493
3 tp1_mns16 1 16 1 0.25 143 2.3833333333333333 False 0.8461538461538461 True 1.0 2.2847815885743166
4 tp1_mns16 1 16 2 0.125 66 1.1 True 1.0 True 1.0 1.0641771799103616
5 tp1_mns16 1 16 3 0.1875 103 1.7166666666666666 True 1.0 True 1.0 1.6601410596627497
6 tp1_mns16 1 16 4 0.21875 121 2.0166666666666666 True 1.0 True 1.0 1.9360040008720856
7 tp1_mns16 1 16 5 0.234375 132 2.2 True 0.9924242424242424 True 1.0 2.1118607283809685
8 tp1_mns16 1 16 6 0.2421875 137 2.283333333333333 True 0.9927007299270073 True 1.0 2.1914280693644232
9 tp1_mns16 1 16 7 0.24609375 141 2.35 True 0.9574468085106383 True 1.0 2.2549713872507646
10 tp1_mns32 1 32 0 0.5 276 4.6 False 0.014492753623188406 False 0.6666666666666666 4.297017390853387
11 tp1_mns32 1 32 1 0.25 143 2.3833333333333333 False 0.7132867132867133 True 1.0 2.284832740403262
12 tp1_mns32 1 32 2 0.125 66 1.1 True 1.0 True 1.0 1.0641771799103616
13 tp1_mns32 1 32 3 0.1875 103 1.7166666666666666 True 1.0 True 1.0 1.6601410596627497
14 tp1_mns32 1 32 4 0.21875 121 2.0166666666666666 True 1.0 True 1.0 1.9360040008720856
15 tp1_mns32 1 32 5 0.234375 132 2.2 True 0.9621212121212122 True 1.0 2.11158903487612
16 tp1_mns32 1 32 6 0.2421875 137 2.283333333333333 True 0.9635036496350365 True 1.0 2.1911815099759533
17 tp1_mns32 1 32 7 0.24609375 141 2.35 False 0.723404255319149 True 1.0 2.2550534049233777
18 tp1_mns64 1 64 0 0.5 276 4.6 False 0.057971014492753624 False 0.6666666666666666 4.356763578770651
19 tp1_mns64 1 64 1 0.25 143 2.3833333333333333 False 0.7132867132867133 True 1.0 2.284832740403262
20 tp1_mns64 1 64 2 0.125 66 1.1 True 1.0 True 1.0 1.0641771799103616
21 tp1_mns64 1 64 3 0.1875 103 1.7166666666666666 True 1.0 True 1.0 1.6601410596627497
22 tp1_mns64 1 64 4 0.21875 121 2.0166666666666666 True 1.0 True 1.0 1.9360040008720856
23 tp1_mns64 1 64 5 0.234375 132 2.2 True 0.9621212121212122 True 1.0 2.11158903487612
24 tp1_mns64 1 64 6 0.2421875 137 2.283333333333333 True 0.9635036496350365 True 1.0 2.1911815099759533
25 tp1_mns64 1 64 7 0.24609375 141 2.35 False 0.723404255319149 True 1.0 2.2550534049233777
26 tp1_mns8 1 8 0 0.5 276 4.6 False 0.06521739130434782 False 0.06884057971014493 2.1725065543636846
27 tp1_mns8 1 8 1 0.25 143 2.3833333333333333 False 0.6993006993006993 False 0.6153846153846154 2.0743292183634
28 tp1_mns8 1 8 2 0.125 66 1.1 True 1.0 True 1.0 1.0641771799103616
29 tp1_mns8 1 8 3 0.1875 103 1.7166666666666666 True 1.0 True 1.0 1.660069637502782
30 tp1_mns8 1 8 4 0.21875 121 2.0166666666666666 True 1.0 False 0.8677685950413223 1.8977642969225545
31 tp1_mns8 1 8 5 0.234375 132 2.2 False 0.7121212121212122 False 0.7575757575757576 2.0012415074420837
32 tp1_mns8 1 8 6 0.2265625 126 2.1 True 1.0 False 0.7936507936507936 1.942525444038986
33 tp1_mns8 1 8 7 0.23046875 130 2.1666666666666665 False 0.8846153846153846 False 0.7846153846153846 1.9778490149228842
34 tp2_mns16 2 16 0 0.5 276 2.3 False 0.9492753623188406 True 1.0 2.2439374417654148
35 tp2_mns16 2 16 1 0.25 143 1.1916666666666667 True 1.0 True 1.0 1.1652366234427673
36 tp2_mns16 2 16 2 0.375 209 1.7416666666666667 True 1.0 True 1.0 1.7024011425654029
37 tp2_mns16 2 16 3 0.4375 243 2.025 True 1.0 True 1.0 1.978602236135322
38 tp2_mns16 2 16 4 0.46875 256 2.1333333333333333 True 1.0 True 1.0 2.083276142822733
39 tp2_mns16 2 16 5 0.484375 265 2.2083333333333335 True 1.0 True 1.0 2.15467356806669
40 tp2_mns16 2 16 6 0.4921875 269 2.2416666666666667 True 1.0 True 1.0 2.187119822377907
41 tp2_mns16 2 16 7 0.49609375 273 2.275 True 1.0 True 1.0 2.219545738132131
42 tp2_mns32 2 32 0 0.5 276 2.3 True 0.9855072463768116 True 1.0 2.2439374417654148
43 tp2_mns32 2 32 1 0.75 391 3.2583333333333333 True 1.0 True 1.0 3.171147514698164
44 tp2_mns32 2 32 2 0.875 450 3.75 False 0.42 True 1.0 3.6496440319651886
45 tp2_mns32 2 32 3 0.8125 417 3.475 False 0.7745803357314148 True 1.0 3.381833218203857
46 tp2_mns32 2 32 4 0.78125 407 3.3916666666666666 False 0.20147420147420148 True 1.0 3.3006981169615908
47 tp2_mns32 2 32 5 0.765625 400 3.3333333333333335 False 0.695 True 1.0 3.243915834454301
48 tp2_mns32 2 32 6 0.7578125 396 3.3 False 0.8535353535353535 True 1.0 3.2118868660091686
49 tp2_mns32 2 32 7 0.75390625 394 3.283333333333333 True 1.0 True 1.0 3.195580748135602
50 tp2_mns64 2 64 0 0.5 276 2.3 True 0.9855072463768116 True 1.0 2.2439374417654148
51 tp2_mns64 2 64 1 0.75 391 3.2583333333333333 True 1.0 True 1.0 3.171147514698164
52 tp2_mns64 2 64 2 0.875 450 3.75 False 0.34 True 1.0 3.6496440319651886
53 tp2_mns64 2 64 3 0.8125 417 3.475 False 0.6282973621103117 True 1.0 3.381833218203857
54 tp2_mns64 2 64 4 0.78125 407 3.3916666666666666 False 0.8427518427518428 True 1.0 3.3006981169615908
55 tp2_mns64 2 64 5 0.765625 400 3.3333333333333335 False 0.0775 True 1.0 3.243915834454301
56 tp2_mns64 2 64 6 0.7578125 396 3.3 False 0.29292929292929293 True 1.0 3.2118868660091686
57 tp2_mns64 2 64 7 0.75390625 394 3.283333333333333 False 0.6040609137055838 True 1.0 3.195580748135602
58 tp2_mns8 2 8 0 0.5 276 2.3 False 0.2028985507246377 False 0.39492753623188404 2.037309149499862
59 tp2_mns8 2 8 1 0.25 143 1.1916666666666667 True 1.0 True 1.0 1.1652509326668725
60 tp2_mns8 2 8 2 0.375 209 1.7416666666666667 True 1.0 True 1.0 1.6993884308462768
61 tp2_mns8 2 8 3 0.4375 243 2.025 True 1.0 False 0.9465020576131687 1.9636944417416549
62 tp2_mns8 2 8 4 0.46875 256 2.1333333333333333 True 1.0 False 0.890625 2.0353351328293683
63 tp2_mns8 2 8 5 0.484375 265 2.2083333333333335 True 1.0 False 0.6943396226415094 2.0340077558764986
64 tp2_mns8 2 8 6 0.4921875 269 2.2416666666666667 True 1.0 False 0.5204460966542751 2.0394007508896705
65 tp2_mns8 2 8 7 0.49609375 273 2.275 True 1.0 False 0.4358974358974359 2.0358394808879736
66 tp4_mns16 4 16 0 0.034252608017 600 2.5 False 0.16 True 1.0 2.4366476386646814
67 tp4_mns16 4 16 1 0.017126304009 317 1.3208333333333333 True 1.0 True 1.0 1.3046624956163406
68 tp4_mns16 4 16 2 0.025689456013 453 1.8875 True 1.0 True 1.0 1.8463926715458043
69 tp4_mns16 4 16 3 0.029971032015 516 2.15 True 1.0 True 1.0 2.0988716639818685
70 tp4_mns16 4 16 4 0.032111820016 552 2.3 True 1.0 True 1.0 2.2421056884527815
71 tp4_mns16 4 16 5 0.033182214016 575 2.3958333333333335 True 1.0 True 1.0 2.335243044645089
72 tp4_mns16 4 16 6 0.033717411016 586 2.441666666666667 True 1.0 True 1.0 2.3799430022241697
73 tp4_mns32 4 32 0 0.034252608017 600 2.5 False 0.3466666666666667 True 1.0 2.462327006841985
74 tp4_mns32 4 32 1 0.017126304009 317 1.3208333333333333 True 1.0 True 1.0 1.3046624956163406
75 tp4_mns32 4 32 2 0.025689456013 453 1.8875 True 1.0 True 1.0 1.859491597548273
76 tp4_mns32 4 32 3 0.029971032015 516 2.15 True 1.0 True 1.0 2.117703981656738
77 tp4_mns32 4 32 4 0.032111820016 552 2.3 True 1.0 True 1.0 2.2653938418034003
78 tp4_mns32 4 32 5 0.033182214016 575 2.3958333333333335 True 1.0 True 1.0 2.359733397875389
79 tp4_mns32 4 32 6 0.033717411016 586 2.441666666666667 True 1.0 True 1.0 2.4049469442687075
80 tp4_mns64 4 64 0 0.034252608017 600 2.5 False 0.3466666666666667 True 1.0 2.462327006841985
81 tp4_mns64 4 64 1 0.017126304009 317 1.3208333333333333 True 1.0 True 1.0 1.3046624956163406
82 tp4_mns64 4 64 2 0.025689456013 453 1.8875 True 1.0 True 1.0 1.859491597548273
83 tp4_mns64 4 64 3 0.029971032015 516 2.15 True 1.0 True 1.0 2.117703981656738
84 tp4_mns64 4 64 4 0.032111820016 552 2.3 True 1.0 True 1.0 2.2653938418034003
85 tp4_mns64 4 64 5 0.033182214016 575 2.3958333333333335 True 1.0 True 1.0 2.359733397875389
86 tp4_mns64 4 64 6 0.033717411016 586 2.441666666666667 True 1.0 True 1.0 2.4049469442687075
87 tp4_mns8 4 8 0 0.034252608017 600 2.5 False 0.056666666666666664 False 0.095 1.5449814460277083
88 tp4_mns8 4 8 1 0.017126304009 317 1.3208333333333333 False 0.8517350157728707 True 1.0 1.277194040226129
89 tp4_mns8 4 8 2 0.008563152005 159 0.6625 True 1.0 True 1.0 0.6553587315711599
90 tp4_mns8 4 8 3 0.012844728007 243 1.0125 True 1.0 True 1.0 0.9892987097876506
91 tp4_mns8 4 8 4 0.014985516008 274 1.1416666666666666 True 1.0 True 1.0 1.1153521862441735
92 tp4_mns8 4 8 5 0.016055910008 301 1.2541666666666667 True 1.0 True 1.0 1.2252281710185793
93 tp4_mns8 4 8 6 0.016591107009 308 1.2833333333333334 True 1.0 True 1.0 1.2459143726426762

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cell_id,tp,mns,anchor_count,real_score,frontier_score,absolute_error,relative_error,frontier_right_censored,frontier_boundary_bracketed,real_monotonic_violation_count,frontier_monotonic_violation_count
tp1_mns16,1,16,8,2.35,2.3833333333333333,0.033333333333333215,0.014184397163120517,False,True,0,0
tp1_mns32,1,32,8,2.283333333333333,2.3833333333333333,0.10000000000000009,0.04379562043795625,False,True,0,0
tp1_mns64,1,64,8,2.283333333333333,2.3833333333333333,0.10000000000000009,0.04379562043795625,False,True,0,0
tp1_mns8,1,8,8,2.1,1.7166666666666666,-0.3833333333333335,-0.1825396825396826,False,True,0,0
tp2_mns16,2,16,8,2.275,2.3,0.02499999999999991,0.01098901098901095,True,False,0,0
tp2_mns32,2,32,8,3.283333333333333,3.75,0.4666666666666668,0.1421319796954315,True,False,0,0
tp2_mns64,2,64,8,3.2583333333333333,3.75,0.4916666666666667,0.15089514066496165,True,False,0,0
tp2_mns8,2,8,8,2.275,1.7416666666666667,-0.5333333333333332,-0.23443223443223438,False,True,0,0
tp4_mns16,4,16,7,2.441666666666667,2.5,0.058333333333333126,0.02389078498293507,True,False,0,0
tp4_mns32,4,32,7,2.441666666666667,2.5,0.058333333333333126,0.02389078498293507,True,False,0,0
tp4_mns64,4,64,7,2.441666666666667,2.5,0.058333333333333126,0.02389078498293507,True,False,0,0
tp4_mns8,4,8,7,1.2833333333333334,1.3208333333333333,0.03749999999999987,0.029220779220779116,False,True,0,0
1 cell_id tp mns anchor_count real_score frontier_score absolute_error relative_error frontier_right_censored frontier_boundary_bracketed real_monotonic_violation_count frontier_monotonic_violation_count
2 tp1_mns16 1 16 8 2.35 2.3833333333333333 0.033333333333333215 0.014184397163120517 False True 0 0
3 tp1_mns32 1 32 8 2.283333333333333 2.3833333333333333 0.10000000000000009 0.04379562043795625 False True 0 0
4 tp1_mns64 1 64 8 2.283333333333333 2.3833333333333333 0.10000000000000009 0.04379562043795625 False True 0 0
5 tp1_mns8 1 8 8 2.1 1.7166666666666666 -0.3833333333333335 -0.1825396825396826 False True 0 0
6 tp2_mns16 2 16 8 2.275 2.3 0.02499999999999991 0.01098901098901095 True False 0 0
7 tp2_mns32 2 32 8 3.283333333333333 3.75 0.4666666666666668 0.1421319796954315 True False 0 0
8 tp2_mns64 2 64 8 3.2583333333333333 3.75 0.4916666666666667 0.15089514066496165 True False 0 0
9 tp2_mns8 2 8 8 2.275 1.7416666666666667 -0.5333333333333332 -0.23443223443223438 False True 0 0
10 tp4_mns16 4 16 7 2.441666666666667 2.5 0.058333333333333126 0.02389078498293507 True False 0 0
11 tp4_mns32 4 32 7 2.441666666666667 2.5 0.058333333333333126 0.02389078498293507 True False 0 0
12 tp4_mns64 4 64 7 2.441666666666667 2.5 0.058333333333333126 0.02389078498293507 True False 0 0
13 tp4_mns8 4 8 7 1.2833333333333334 1.3208333333333333 0.03749999999999987 0.029220779220779116 False True 0 0

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{
"aligned_ranking": {
"frontier_tolerance": 3.7499999999999997e-06,
"kendall_counts": {
"both_tied": 4,
"concordant": 58,
"frontier_only_tied": 3,
"real_only_tied": 1
},
"kendall_tau_b": 0.9668009539030813,
"pair_count": 66,
"pairwise_exact_sign_accuracy": 0.9393939393939394,
"real_tolerance": 3.283333333333333e-06,
"top1_candidate_cells": [
"tp2_mns32",
"tp2_mns64"
],
"top1_effective_k": 2,
"top1_optimistic_regret": 0.0,
"top1_worst_case_regret": 0.0076142131979695165
},
"anchor_feasibility": {
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"false_feasible": 21,
"false_feasible_rate": 0.7,
"false_infeasible": 7,
"false_infeasible_rate": 0.11290322580645161,
"feasible_recall": 0.8870967741935484,
"infeasible_recall": 0.3,
"total": 92,
"true_feasible": 55,
"true_infeasible": 9
},
"cells": {
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"absolute_error": 0.033333333333333215,
"anchor_count": 8,
"frontier_boundary_bracketed": true,
"frontier_feasible_anchor_count": 7,
"frontier_monotonic_violation_count": 0,
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"frontier_score": 2.3833333333333333,
"frontier_selected_probe": 1,
"max_common_anchor_req_s_per_gpu": 4.6,
"mns": 16,
"real_feasible_anchor_count": 6,
"real_monotonic_violation_count": 0,
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"real_score": 2.35,
"real_selected_probe": 7,
"relative_error": 0.014184397163120517,
"tp": 1
},
"tp1_mns32": {
"absolute_error": 0.10000000000000009,
"anchor_count": 8,
"frontier_boundary_bracketed": true,
"frontier_feasible_anchor_count": 7,
"frontier_monotonic_violation_count": 0,
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"frontier_score": 2.3833333333333333,
"frontier_selected_probe": 1,
"max_common_anchor_req_s_per_gpu": 4.6,
"mns": 32,
"real_feasible_anchor_count": 5,
"real_monotonic_violation_count": 0,
"real_monotonic_violations": [],
"real_score": 2.283333333333333,
"real_selected_probe": 6,
"relative_error": 0.04379562043795625,
"tp": 1
},
"tp1_mns64": {
"absolute_error": 0.10000000000000009,
"anchor_count": 8,
"frontier_boundary_bracketed": true,
"frontier_feasible_anchor_count": 7,
"frontier_monotonic_violation_count": 0,
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"frontier_score": 2.3833333333333333,
"frontier_selected_probe": 1,
"max_common_anchor_req_s_per_gpu": 4.6,
"mns": 64,
"real_feasible_anchor_count": 5,
"real_monotonic_violation_count": 0,
"real_monotonic_violations": [],
"real_score": 2.283333333333333,
"real_selected_probe": 6,
"relative_error": 0.04379562043795625,
"tp": 1
},
"tp1_mns8": {
"absolute_error": -0.3833333333333335,
"anchor_count": 8,
"frontier_boundary_bracketed": true,
"frontier_feasible_anchor_count": 2,
"frontier_monotonic_violation_count": 0,
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"frontier_score": 1.7166666666666666,
"frontier_selected_probe": 3,
"max_common_anchor_req_s_per_gpu": 4.6,
"mns": 8,
"real_feasible_anchor_count": 4,
"real_monotonic_violation_count": 0,
"real_monotonic_violations": [],
"real_score": 2.1,
"real_selected_probe": 6,
"relative_error": -0.1825396825396826,
"tp": 1
},
"tp2_mns16": {
"absolute_error": 0.02499999999999991,
"anchor_count": 8,
"frontier_boundary_bracketed": false,
"frontier_feasible_anchor_count": 8,
"frontier_monotonic_violation_count": 0,
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"frontier_right_censored": true,
"frontier_score": 2.3,
"frontier_selected_probe": 0,
"max_common_anchor_req_s_per_gpu": 2.3,
"mns": 16,
"real_feasible_anchor_count": 7,
"real_monotonic_violation_count": 0,
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"real_score": 2.275,
"real_selected_probe": 7,
"relative_error": 0.01098901098901095,
"tp": 2
},
"tp2_mns32": {
"absolute_error": 0.4666666666666668,
"anchor_count": 8,
"frontier_boundary_bracketed": false,
"frontier_feasible_anchor_count": 8,
"frontier_monotonic_violation_count": 0,
"frontier_monotonic_violations": [],
"frontier_right_censored": true,
"frontier_score": 3.75,
"frontier_selected_probe": 2,
"max_common_anchor_req_s_per_gpu": 3.75,
"mns": 32,
"real_feasible_anchor_count": 3,
"real_monotonic_violation_count": 0,
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"real_score": 3.283333333333333,
"real_selected_probe": 7,
"relative_error": 0.1421319796954315,
"tp": 2
},
"tp2_mns64": {
"absolute_error": 0.4916666666666667,
"anchor_count": 8,
"frontier_boundary_bracketed": false,
"frontier_feasible_anchor_count": 8,
"frontier_monotonic_violation_count": 0,
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"frontier_score": 3.75,
"frontier_selected_probe": 2,
"max_common_anchor_req_s_per_gpu": 3.75,
"mns": 64,
"real_feasible_anchor_count": 2,
"real_monotonic_violation_count": 0,
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"real_score": 3.2583333333333333,
"real_selected_probe": 1,
"relative_error": 0.15089514066496165,
"tp": 2
},
"tp2_mns8": {
"absolute_error": -0.5333333333333332,
"anchor_count": 8,
"frontier_boundary_bracketed": true,
"frontier_feasible_anchor_count": 2,
"frontier_monotonic_violation_count": 0,
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"frontier_score": 1.7416666666666667,
"frontier_selected_probe": 2,
"max_common_anchor_req_s_per_gpu": 2.3,
"mns": 8,
"real_feasible_anchor_count": 7,
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"real_score": 2.275,
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"relative_error": -0.23443223443223438,
"tp": 2
},
"tp4_mns16": {
"absolute_error": 0.058333333333333126,
"anchor_count": 7,
"frontier_boundary_bracketed": false,
"frontier_feasible_anchor_count": 7,
"frontier_monotonic_violation_count": 0,
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"frontier_score": 2.5,
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"mns": 16,
"real_feasible_anchor_count": 6,
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"real_score": 2.441666666666667,
"real_selected_probe": 6,
"relative_error": 0.02389078498293507,
"tp": 4
},
"tp4_mns32": {
"absolute_error": 0.058333333333333126,
"anchor_count": 7,
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"frontier_score": 2.5,
"frontier_selected_probe": 0,
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"mns": 32,
"real_feasible_anchor_count": 6,
"real_monotonic_violation_count": 0,
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"tp": 4
},
"tp4_mns64": {
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"frontier_score": 2.5,
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"mns": 64,
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"tp": 4
},
"tp4_mns8": {
"absolute_error": 0.03749999999999987,
"anchor_count": 7,
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"frontier_score": 1.3208333333333333,
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"mns": 8,
"real_feasible_anchor_count": 5,
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"real_score": 1.2833333333333334,
"real_selected_probe": 6,
"relative_error": 0.029220779220779116,
"tp": 4
}
},
"claim": "On the frozen common anchor grid, rank configurations by maximum offered req/s/GPU whose request-level SLO pass rate is at least 0.95 in each system.",
"estimand": "paired-grid-slo-feasible-max-offered-throughput",
"generated_utc": "2026-07-15T07:27:18.082402+00:00",
"grouped_score_error": {
"by_mns": {
"16": {
"cell_count": 3,
"mean_absolute_error_req_s_per_gpu": 0.03888888888888875,
"mean_signed_error_req_s_per_gpu": 0.03888888888888875,
"right_censored_cell_count": 2
},
"32": {
"cell_count": 3,
"mean_absolute_error_req_s_per_gpu": 0.20833333333333334,
"mean_signed_error_req_s_per_gpu": 0.20833333333333334,
"right_censored_cell_count": 2
},
"64": {
"cell_count": 3,
"mean_absolute_error_req_s_per_gpu": 0.21666666666666665,
"mean_signed_error_req_s_per_gpu": 0.21666666666666665,
"right_censored_cell_count": 2
},
"8": {
"cell_count": 3,
"mean_absolute_error_req_s_per_gpu": 0.31805555555555554,
"mean_signed_error_req_s_per_gpu": -0.2930555555555556,
"right_censored_cell_count": 0
}
},
"by_tp": {
"1": {
"cell_count": 4,
"mean_absolute_error_req_s_per_gpu": 0.15416666666666673,
"mean_signed_error_req_s_per_gpu": -0.03750000000000003,
"right_censored_cell_count": 0
},
"2": {
"cell_count": 4,
"mean_absolute_error_req_s_per_gpu": 0.37916666666666665,
"mean_signed_error_req_s_per_gpu": 0.11250000000000004,
"right_censored_cell_count": 3
},
"4": {
"cell_count": 4,
"mean_absolute_error_req_s_per_gpu": 0.05312499999999981,
"mean_signed_error_req_s_per_gpu": 0.05312499999999981,
"right_censored_cell_count": 3
}
}
},
"independent_reconstruction_crosscheck": {
"maximum_frontier_score_absolute_difference": 0.0,
"maximum_real_score_absolute_difference": 0.0,
"previous_reading": "frozen-calibrated/SLO-gated",
"status": "PASS"
},
"inputs": {
"frontier_results": "/home/gahow/phd/replayserve/runs/simfid_s2rb/results",
"ground_truth": {
"path": "/home/gahow/phd/replayserve/docs/assets/simfid_s2r/ground_truth.json",
"sha256": "23ff3e6f6b88df8632bf37d37c0ff87bfef9d1676db81592948c08e898f7a670"
},
"previous_metrics": {
"path": "/home/gahow/phd/replayserve/runs/simfid_s2rb/results/metrics.json",
"sha256": "55edb37d5692e979ab6f6dc6c65913a9db0aa0a836c350e4c05d9c38eee78206"
}
},
"known_limits": [
"real probes reused a process and prefix-cache history within each cell",
"Frontier anchors were independent simulator runs",
"right-censored cells do not identify Frontier's exact capacity knee",
"the anchor grid is ragged across cells"
],
"objective_comparison": {
"old_proxy": {
"kendall_tau_b": 0.44812907976513594,
"pairwise_exact_sign_accuracy": 0.6818181818181818,
"reading": "completed-throughput proxy (old, not SLO gated)",
"top1_candidate_cells": [
"tp1_mns64"
],
"top1_worst_case_regret": 0.30456852791878175
}
},
"provenance": {
"analysis_repository": {
"head": "9c8570f36b1753d1b77c7cf1b0d16ecc360cad33",
"status_short": "?? \"AITuner\\347\\263\\273\\347\\273\\237\\344\\274\\230\\345\\214\\226\\344\\270\\216\\346\\214\\221\\346\\210\\230.pdf\"\n?? runs/frontier-slo-alignment-v0/"
},
"anchor_count": 92,
"cell_count": 12,
"frontier_git_head_recorded_by_runs": "d9cfeb6d8791fbf2f295dd9744c56a666171776e",
"frontier_mode": "frozen-calibrated",
"real_engine_version": "vLLM 0.20.0"
},
"schema_version": "frontier-slo-alignment-v0",
"score_error": {
"bracketed_cell_count": 6,
"mean_absolute_error_req_s_per_gpu": 0.19548611111111105,
"mean_absolute_percentage_error": 0.07697140171082821,
"right_censored_cell_count": 6,
"root_mean_square_error_req_s_per_gpu": 0.2775267963371919
},
"statistics": {
"confidence_intervals": null,
"frontier_trials_per_anchor": 1,
"real_trials_per_anchor": 1,
"reason": "single retrospective observation per paired anchor"
},
"status": "VALID_RETROSPECTIVE_ALIGNED_ANALYSIS"
}

View File

@@ -0,0 +1,45 @@
# Frontier SLO-aligned retrospective experiment
## Result
After aligning both systems to the same paired-grid objective—maximum offered req/s/GPU with request-level SLO pass rate >= 0.95—the old 30.46% top-1 regret does not reproduce. Frontier nominates `tp2_mns32`, `tp2_mns64` (tie), with real-evaluated regret 0.000%--0.761%.
Ranking agreement is high on this fixed candidate grid: Kendall tau-b 0.9668, pairwise exact-sign accuracy 93.94%. This is materially different from the old completed-throughput proxy (tau-b 0.4481, top-1 regret 30.46%).
## Per-cell paired-grid capacity
| Cell | Real | Frontier | Error | Frontier boundary | Real monotonic violations |
|---|---:|---:|---:|---|---:|
| `tp1_mns8` | 2.100000 | 1.716667 | -0.383333 | bracketed | 0 |
| `tp1_mns16` | 2.350000 | 2.383333 | +0.033333 | bracketed | 0 |
| `tp1_mns32` | 2.283333 | 2.383333 | +0.100000 | bracketed | 0 |
| `tp1_mns64` | 2.283333 | 2.383333 | +0.100000 | bracketed | 0 |
| `tp2_mns8` | 2.275000 | 1.741667 | -0.533333 | bracketed | 0 |
| `tp2_mns16` | 2.275000 | 2.300000 | +0.025000 | right-censored | 0 |
| `tp2_mns32` | 3.283333 | 3.750000 | +0.466667 | right-censored | 0 |
| `tp2_mns64` | 3.258333 | 3.750000 | +0.491667 | right-censored | 0 |
| `tp4_mns8` | 1.283333 | 1.320833 | +0.037500 | bracketed | 0 |
| `tp4_mns16` | 2.441667 | 2.500000 | +0.058333 | right-censored | 0 |
| `tp4_mns32` | 2.441667 | 2.500000 | +0.058333 | right-censored | 0 |
| `tp4_mns64` | 2.441667 | 2.500000 | +0.058333 | right-censored | 0 |
The paired-grid score MAE is 0.1955 req/s/GPU and MAPE is 7.70%. These error aggregates must be read as grid-clipped because 6/12 Frontier cells remain feasible at their highest common anchor.
The error is configuration-dependent rather than a uniform scale offset. Mean signed error is -0.2931 req/s/GPU for MNS=8, but rises to +0.2083 and +0.2167 for MNS=32/64. The aligned score therefore still exposes a missing or distorted MNS response.
## Anchor-level feasibility
Across 92 paired anchors: true-feasible=55, true-infeasible=9, false-feasible=21, false-infeasible=7. Accuracy is 69.57%, but the false-feasible rate among real-infeasible anchors is 70.00%.
Therefore the aligned experiment supports a narrower conclusion: Frontier can recover the top configuration family on this frozen, ragged candidate grid, but it is not yet a reliable SLO feasibility oracle. Good top-1 ranking is compatible with many wrong boundary labels.
## Validity limits
- This is a retrospective single-run analysis; no confidence interval is valid.
- Real probes within a cell reused one vLLM process and prefix-cache history; Frontier anchors were independent runs. History-dependent real pass-rate values are retained rather than monotonicized; binary feasibility happens to remain monotone on the observed per-cell grids.
- Right-censored cells expose only a lower bound on Frontier's own capacity. They are valid for paired-grid selection, not for claiming an exact simulator knee.
- The frozen per-TP calibration and evaluation surface are not fully independent across workload families, so this is not a generalization result.
## Required prospective experiment
Repeat a small set of boundary cells with one engine restart per anchor, explicit cold-cache state, identical offered-load grid, and repeated trials. Extend the grid until both real and Frontier have at least one feasible and one infeasible point. Only that experiment can estimate boundary displacement and its uncertainty.

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#!/usr/bin/env python3
from __future__ import annotations
import importlib.util
import math
import sys
from pathlib import Path
HERE = Path(__file__).resolve().parent
def load_analysis():
spec = importlib.util.spec_from_file_location("frontier_slo_alignment", HERE / "analyze.py")
module = importlib.util.module_from_spec(spec)
assert spec.loader is not None
sys.modules[spec.name] = module
spec.loader.exec_module(module)
return module
def anchor(rate: float, real: bool, frontier: bool, probe: int) -> dict[str, object]:
return {
"cell_id": "tp1_mns8",
"tp": 1,
"mns": 8,
"probe_index": probe,
"offered_req_s_per_gpu": rate,
"real_feasible": real,
"frontier_feasible": frontier,
}
def main() -> None:
analysis = load_analysis()
rows = [
anchor(1.0, True, True, 0),
anchor(2.0, False, True, 1),
anchor(3.0, True, False, 2),
]
real_violations = analysis.monotonic_violations(rows, "real_feasible")
assert real_violations == [
{"lower_probe": 1, "lower_rate": 2.0, "upper_probe": 2, "upper_rate": 3.0}
]
assert analysis.selected_anchor(rows, "real_feasible")["probe_index"] == 2
confusion = analysis.confusion_metrics(rows)
assert confusion["true_feasible"] == 1
assert confusion["false_feasible"] == 1
assert confusion["false_infeasible"] == 1
assert math.isclose(confusion["accuracy"], 1.0 / 3.0)
rank = analysis.ranking_metrics(
{"a": 3.0, "b": 2.0, "c": 1.0},
{"a": 2.0, "b": 3.0, "c": 3.0},
)
assert rank["top1_candidate_cells"] == ["b", "c"]
assert math.isclose(rank["top1_optimistic_regret"], 1.0 / 3.0)
assert math.isclose(rank["top1_worst_case_regret"], 2.0 / 3.0)
assert rank["pair_count"] == 3
print("frontier SLO alignment analysis: PASS")
if __name__ == "__main__":
main()