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Try using mimalloc as the global allocator. #71
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Regression Detector (Saluki)Regression Detector ResultsRun ID: a598053b-c2c6-4990-b3aa-18e277521905 Performance changes are noted in the perf column of each table:
Significant changes in experiment optimization goalsConfidence level: 90.00%
|
perf | experiment | goal | Δ mean % | Δ mean % CI |
---|---|---|---|---|
❌ | distribution_metrics | memory utilization | +77.31 | [+77.12, +77.50] |
❌ | uds_dogstatsd_to_api_100mb_antagonistic | ingress throughput | -43.62 | [-49.86, -37.39] |
❌ | uds_dogstatsd_to_api_1mb | ingress throughput | -96.69 | [-96.72, -96.66] |
❌ | uds_dogstatsd_to_api_10mb | ingress throughput | -99.73 | [-99.80, -99.66] |
❌ | uds_dogstatsd_to_api_100mb | ingress throughput | -99.97 | [-99.97, -99.97] |
Explanation
A regression test is an A/B test of target performance in a repeatable rig, where "performance" is measured as "comparison variant minus baseline variant" for an optimization goal (e.g., ingress throughput). Due to intrinsic variability in measuring that goal, we can only estimate its mean value for each experiment; we report uncertainty in that value as a 90.00% confidence interval denoted "Δ mean % CI".
For each experiment, we decide whether a change in performance is a "regression" -- a change worth investigating further -- if all of the following criteria are true:
-
Its estimated |Δ mean %| ≥ 5.00%, indicating the change is big enough to merit a closer look.
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Its 90.00% confidence interval "Δ mean % CI" does not contain zero, indicating that if our statistical model is accurate, there is at least a 90.00% chance there is a difference in performance between baseline and comparison variants.
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Its configuration does not mark it "erratic".
Regression Detector (DogStatsD)Regression Detector ResultsRun ID: 3e81fb88-bd1b-4a59-b2c1-0944e21bb7fa Performance changes are noted in the perf column of each table:
No significant changes in experiment optimization goalsConfidence level: 90.00% There were no significant changes in experiment optimization goals at this confidence level and effect size tolerance.
|
perf | experiment | goal | Δ mean % | Δ mean % CI |
---|---|---|---|---|
➖ | distribution_metrics | memory utilization | +2.00 | [+1.79, +2.21] |
➖ | uds_dogstatsd_to_api_100mb_antagonistic | ingress throughput | +0.01 | [+0.00, +0.02] |
➖ | uds_dogstatsd_to_api_1mb | ingress throughput | +0.00 | [-0.06, +0.06] |
➖ | uds_dogstatsd_to_api_100mb | ingress throughput | -0.01 | [-0.02, +0.01] |
➖ | uds_dogstatsd_to_api_10mb | ingress throughput | -0.02 | [-0.05, +0.01] |
Explanation
A regression test is an A/B test of target performance in a repeatable rig, where "performance" is measured as "comparison variant minus baseline variant" for an optimization goal (e.g., ingress throughput). Due to intrinsic variability in measuring that goal, we can only estimate its mean value for each experiment; we report uncertainty in that value as a 90.00% confidence interval denoted "Δ mean % CI".
For each experiment, we decide whether a change in performance is a "regression" -- a change worth investigating further -- if all of the following criteria are true:
-
Its estimated |Δ mean %| ≥ 5.00%, indicating the change is big enough to merit a closer look.
-
Its 90.00% confidence interval "Δ mean % CI" does not contain zero, indicating that if our statistical model is accurate, there is at least a 90.00% chance there is a difference in performance between baseline and comparison variants.
-
Its configuration does not mark it "erratic".
Going to close this for now as there wasn't enough evidence early on that we could reasonably overcome the large jumps in memory growth when switching to something other than the system allocator. We may revisit this in the future. |
Work in progress.