Several changes share one experiment
Detect: Observed improvement cannot be attributed clearly.
Recover: Use a documented bundle comparison or isolate changes intentionally.
Version the complete inference behavior and compare releases through stable assignment, meaningful outcome measures, and reversible promotion.
Model versioning identifies the full behavior-producing bundle: model weights or provider revision, tokenizer, prompt, tools, retrieval configuration, adapter, and runtime settings. A model name alone is insufficient when several surrounding components change. Reproducible evaluation requires knowing exactly which bundle produced each outcome.
A/B testing assigns comparable traffic to alternative bundles to estimate differences in task outcomes. Stable user or workflow assignment avoids mixing behaviors within one experience. Shadow evaluation sends copies for observation without allowing the shadow path to perform external effects. Canary rollout primarily limits operational exposure; it is not automatically a statistically valid experiment.
A prototype compares candidate and baseline on the same held-out task set with deterministic scoring where possible.
Production uses immutable bundle IDs, stable assignment, predefined metrics, and an immediate rollback route.
Enterprise scale monitors subgroup regressions, experiment interactions, delayed outcomes, and data-policy eligibility before promoting a candidate.
Stores immutable model and surrounding configuration lineage.
Routes a stable eligible cohort to baseline or candidate.
Associates task quality, latency, cost, and failure evidence with the assigned bundle.
Applies predefined acceptance criteria and checks important slices.
Promotes or rolls back traffic without losing in-flight workflow identity.
flowchart TD
R["Eligible workflow"] --> A["Stable assignment"]
A --> B["Baseline behavior bundle"]
A --> C["Candidate behavior bundle"]
B --> O["Task outcome collection"]
C --> O
O --> E["Quality and operational gates"]
E --> P["Promote candidate"]
E --> V["Revert traffic"]Pin the model, prompts, tools, retrieval, and runtime configuration.
Choose task metrics, guardrails, eligible traffic, and assignment unit before exposure.
Reject obvious regressions before live impact and suppress shadow side effects.
Keep a user or workflow on a stable version according to the experiment design.
Compare quality, cost, latency, and subgroup behavior while accounting for incomplete observations.
Record the decision and retain the prior bundle and routing configuration for recovery.
Recruiting operations · Illustrative enterprise scenario, not a reported customer outcome.
An internal assistant prepares factual summaries of candidate documents for recruiters.
A new model writes more concise summaries but may omit important experience details.
Compare completeness and factual support while preserving a consistent recruiter workflow.
A behavior registry and stable session assignment route eligible tasks to two evaluated bundles.
If one language slice regresses despite a better overall score, the candidate is withheld or restricted to validated traffic.
Measure accepted summary quality, omissions, latency, and cost; user clicks alone can reflect presentation preference rather than factual correctness.
| Decision | Benefit | Cost |
|---|---|---|
| Stable assignment | Reduces inconsistent user experiences. | May require larger cohorts for balanced comparisons. |
| Shadow traffic | Tests behavior without direct user impact. | Adds inference cost and must suppress tool effects. |
| Complete bundle versioning | Makes outcomes reproducible. | Requires disciplined configuration and artifact management. |
Detect: Observed improvement cannot be attributed clearly.
Recover: Use a documented bundle comparison or isolate changes intentionally.
Detect: Duplicate side effects appear during evaluation.
Recover: Use read-only fixtures or block shadow effect dispatch.
Record resolved provider or artifact identity.
Inspect critical language, task, and tenant slices.
Separate exposure control from statistical inference.