Np Percentile
From Dontopedia, the open, paraconsistent wiki. (Last updated 2026-06-08.)
Np Percentile has 6 facts recorded in Dontopedia across 2 references, with 1 live disagreement.
Mostly:called with(2), rdfs:label(1), rdf:type(1)
Maturity scale
raw canonical shape-checked rule-derived certifiedCalled Within disputecalledWith
- Ingestion Times[1]sourceall time · 1fa70fe7 Abc5 4650 Aa84 5baafcb016d6
- 90[1]sourceall time · 1fa70fe7 Abc5 4650 Aa84 5baafcb016d6
Rdfs:labelrdfs:label
- numpy percentile[1]sourceall time · 1fa70fe7 Abc5 4650 Aa84 5baafcb016d6
Rdf:typerdf:type
Has PercentilehasPercentile
- 90[2]all time · E57cdfe2 A5bc 4bf9 9552 Dda66dee590a
Operates onoperatesOn
- response_times_np[2]all time · E57cdfe2 A5bc 4bf9 9552 Dda66dee590a
Inbound mentions (4)
Other subjects in dontopedia point AT this entity as a value. These are inverse relationships — e.g. "X motherOf this subject" — and answer questions the forward facts can't. Grouped by predicate.
calculatedByCalculated by(2)
- P90 Response Time
ex:p90_response_time - Percentile 90
ex:percentile-90
callsFunctionCalls Function(1)
- Benchmark Ingestion
ex:benchmark-ingestion
isParameterOfIs Parameter of(1)
- Numeric Value 90
ex:numeric-value-90
Timeline
Timeline axis is valid_time — when each source says the fact was true in the world, not when Dontopedia learned about it. Retracted rows are kept for provenance; coloured stripes indicate the context kind.
References (2)
- custom
ctx:claims/beam/1fa70fe7-abc5-4650-aa84-5baafcb016d6- full textbeam-chunktext/plain1 KB
doc:beam/1fa70fe7-abc5-4650-aa84-5baafcb016d6Show excerpt
# Simulate the log ingestion process time.sleep(0.1) logging.info(message) # Define the benchmarking function def benchmark_ingestion(): # Define the number of events num_events = 5000 # Define the target ingestion…
- custom
ctx:claims/beam/e57cdfe2-a5bc-4bf9-9552-dda66dee590a- full textbeam-chunktext/plain1 KB
doc:beam/e57cdfe2-a5bc-4bf9-9552-dda66dee590aShow excerpt
# Simulate a more efficient search query with a reduced response time # Assume a normal distribution centered around 100ms with a standard deviation of 20ms response_time = max(0, random.normalvariate(100, 20)) time.sleep(re…
See also
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