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promql: Improve histogram_quantile calculation for classic buckets Tiny differences between classic buckets are most likely caused by floating point precision issues. With this commit, relative changes below a certain threshold are ignored. This makes the result of histogram_quantile more meaningful, and also avoids triggering the _input to histogram_quantile needed to be fixed for monotonicity_ annotations in unactionable cases. This commit also adds explanation of the new adjustment and of the monotonicity annotation to the documentation of `histogram_quantile`. --------- Signed-off-by: Jeanette Tan <jeanette.tan@grafana.com>pull/13189/head
zenador
1 year ago
committed by
GitHub
7 changed files with 416 additions and 36 deletions
@ -0,0 +1,318 @@
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// Copyright 2023 The Prometheus Authors
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// Licensed under the Apache License, Version 2.0 (the "License");
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// you may not use this file except in compliance with the License.
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// You may obtain a copy of the License at
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//
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// http://www.apache.org/licenses/LICENSE-2.0
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//
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// Unless required by applicable law or agreed to in writing, software
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// distributed under the License is distributed on an "AS IS" BASIS,
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// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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// See the License for the specific language governing permissions and
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// limitations under the License.
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package promql |
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import ( |
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"math" |
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"testing" |
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"github.com/stretchr/testify/require" |
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) |
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func TestBucketQuantile_ForcedMonotonicity(t *testing.T) { |
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eps := 1e-12 |
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for name, tc := range map[string]struct { |
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getInput func() buckets // The buckets can be modified in-place so return a new one each time.
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expectedForced bool |
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expectedFixed bool |
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expectedValues map[float64]float64 |
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}{ |
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"simple - monotonic": { |
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getInput: func() buckets { |
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return buckets{ |
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{ |
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upperBound: 10, |
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count: 10, |
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}, { |
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upperBound: 15, |
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count: 15, |
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}, { |
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upperBound: 20, |
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count: 15, |
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}, { |
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upperBound: 30, |
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count: 15, |
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}, { |
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upperBound: math.Inf(1), |
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count: 15, |
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}, |
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} |
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}, |
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expectedForced: false, |
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expectedFixed: false, |
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expectedValues: map[float64]float64{ |
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1: 15., |
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0.99: 14.85, |
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0.9: 13.5, |
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0.5: 7.5, |
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}, |
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}, |
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"simple - non-monotonic middle": { |
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getInput: func() buckets { |
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return buckets{ |
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{ |
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upperBound: 10, |
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count: 10, |
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}, { |
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upperBound: 15, |
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count: 15, |
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}, { |
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upperBound: 20, |
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count: 15.00000000001, // Simulate the case there's a small imprecision in float64.
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}, { |
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upperBound: 30, |
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count: 15, |
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}, { |
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upperBound: math.Inf(1), |
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count: 15, |
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}, |
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} |
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}, |
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expectedForced: false, |
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expectedFixed: true, |
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expectedValues: map[float64]float64{ |
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1: 15., |
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0.99: 14.85, |
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0.9: 13.5, |
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0.5: 7.5, |
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}, |
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}, |
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"real example - monotonic": { |
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getInput: func() buckets { |
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return buckets{ |
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{ |
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upperBound: 1, |
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count: 6454661.3014166197, |
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}, { |
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upperBound: 5, |
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count: 8339611.2001912938, |
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}, { |
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upperBound: 10, |
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count: 14118319.2444762159, |
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}, { |
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upperBound: 25, |
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count: 14130031.5272856522, |
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}, { |
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upperBound: 50, |
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count: 46001270.3030008152, |
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}, { |
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upperBound: 64, |
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count: 46008473.8585563600, |
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}, { |
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upperBound: 80, |
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count: 46008473.8585563600, |
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}, { |
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upperBound: 100, |
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count: 46008473.8585563600, |
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}, { |
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upperBound: 250, |
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count: 46008473.8585563600, |
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}, { |
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upperBound: 1000, |
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count: 46008473.8585563600, |
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}, { |
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upperBound: math.Inf(1), |
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count: 46008473.8585563600, |
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}, |
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} |
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}, |
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expectedForced: false, |
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expectedFixed: false, |
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expectedValues: map[float64]float64{ |
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1: 64., |
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0.99: 49.64475715376406, |
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0.9: 46.39671690938454, |
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0.5: 31.96098248992002, |
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}, |
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}, |
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"real example - non-monotonic": { |
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getInput: func() buckets { |
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return buckets{ |
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{ |
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upperBound: 1, |
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count: 6454661.3014166225, |
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}, { |
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upperBound: 5, |
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count: 8339611.2001912957, |
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}, { |
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upperBound: 10, |
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count: 14118319.2444762159, |
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}, { |
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upperBound: 25, |
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count: 14130031.5272856504, |
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}, { |
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upperBound: 50, |
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count: 46001270.3030008227, |
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}, { |
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upperBound: 64, |
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count: 46008473.8585563824, |
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}, { |
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upperBound: 80, |
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count: 46008473.8585563898, |
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}, { |
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upperBound: 100, |
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count: 46008473.8585563824, |
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}, { |
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upperBound: 250, |
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count: 46008473.8585563824, |
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}, { |
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upperBound: 1000, |
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count: 46008473.8585563898, |
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}, { |
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upperBound: math.Inf(1), |
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count: 46008473.8585563824, |
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}, |
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} |
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}, |
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expectedForced: false, |
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expectedFixed: true, |
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expectedValues: map[float64]float64{ |
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1: 64., |
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0.99: 49.64475715376406, |
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0.9: 46.39671690938454, |
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0.5: 31.96098248992002, |
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}, |
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}, |
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"real example 2 - monotonic": { |
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getInput: func() buckets { |
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return buckets{ |
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{ |
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upperBound: 0.005, |
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count: 9.6, |
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}, { |
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upperBound: 0.01, |
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count: 9.688888889, |
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}, { |
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upperBound: 0.025, |
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count: 9.755555556, |
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}, { |
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upperBound: 0.05, |
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count: 9.844444444, |
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}, { |
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upperBound: 0.1, |
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count: 9.888888889, |
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}, { |
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upperBound: 0.25, |
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count: 9.888888889, |
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}, { |
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upperBound: 0.5, |
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count: 9.888888889, |
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}, { |
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upperBound: 1, |
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count: 9.888888889, |
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}, { |
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upperBound: 2.5, |
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count: 9.888888889, |
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}, { |
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upperBound: 5, |
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count: 9.888888889, |
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}, { |
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upperBound: 10, |
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count: 9.888888889, |
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}, { |
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upperBound: 25, |
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count: 9.888888889, |
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}, { |
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upperBound: 50, |
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count: 9.888888889, |
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}, { |
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upperBound: 100, |
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count: 9.888888889, |
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}, { |
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upperBound: math.Inf(1), |
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count: 9.888888889, |
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}, |
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} |
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}, |
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expectedForced: false, |
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expectedFixed: false, |
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expectedValues: map[float64]float64{ |
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1: 0.1, |
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0.99: 0.03468750000281261, |
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0.9: 0.00463541666671875, |
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0.5: 0.0025752314815104174, |
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}, |
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}, |
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"real example 2 - non-monotonic": { |
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getInput: func() buckets { |
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return buckets{ |
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{ |
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upperBound: 0.005, |
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count: 9.6, |
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}, { |
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upperBound: 0.01, |
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count: 9.688888889, |
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}, { |
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upperBound: 0.025, |
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count: 9.755555556, |
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}, { |
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upperBound: 0.05, |
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count: 9.844444444, |
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}, { |
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upperBound: 0.1, |
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count: 9.888888889, |
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}, { |
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upperBound: 0.25, |
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count: 9.888888889, |
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}, { |
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upperBound: 0.5, |
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count: 9.888888889, |
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}, { |
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upperBound: 1, |
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count: 9.888888889, |
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}, { |
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upperBound: 2.5, |
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count: 9.888888889, |
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}, { |
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upperBound: 5, |
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count: 9.888888889, |
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}, { |
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upperBound: 10, |
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count: 9.888888889001, // Simulate the case there's a small imprecision in float64.
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}, { |
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upperBound: 25, |
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count: 9.888888889, |
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}, { |
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upperBound: 50, |
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count: 9.888888888999, // Simulate the case there's a small imprecision in float64.
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}, { |
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upperBound: 100, |
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count: 9.888888889, |
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}, { |
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upperBound: math.Inf(1), |
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count: 9.888888889, |
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}, |
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} |
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}, |
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expectedForced: false, |
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expectedFixed: true, |
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expectedValues: map[float64]float64{ |
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1: 0.1, |
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0.99: 0.03468750000281261, |
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0.9: 0.00463541666671875, |
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0.5: 0.0025752314815104174, |
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}, |
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}, |
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} { |
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t.Run(name, func(t *testing.T) { |
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for q, v := range tc.expectedValues { |
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res, forced, fixed := bucketQuantile(q, tc.getInput()) |
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require.Equal(t, tc.expectedForced, forced) |
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require.Equal(t, tc.expectedFixed, fixed) |
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require.InEpsilon(t, v, res, eps) |
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} |
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}) |
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} |
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} |
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