Salahidine2002 commited on
Commit
14da1f0
·
verified ·
1 Parent(s): cc1fe37

Update README.md

Browse files
Files changed (1) hide show
  1. README.md +4 -4
README.md CHANGED
@@ -68,10 +68,10 @@ The dataset is sourced from a proprietary staging environment of an observabilit
68
  ## Comparison with Other Benchmarks
69
 
70
  The BOOM Benchmark diverges significantly from traditional time series datasets, including those in the [GiftEval](https://huggingface.co/datasets/Salesforce/GiftEval) suite, when analyzed using 12 standard and custom diagnostic features computed on normalized series (see Figure 3). These features capture key temporal and distributional characteristics:
71
- Spectral entropy (unpredictability),
72
- Skewness and kurtosis (distribution shape),
73
- Autocorrelation coefficients (temporal structure),
74
- Unit root tests and transience scores (stationarity and burstiness).
75
 
76
  BOOM series exhibit substantially higher spectral entropy, indicating greater irregularity in temporal dynamics. Distributions show heavier tails and more frequent structural breaks, as reflected by shifts in skewness and stationarity metrics. A wider range of transience scores highlights the presence of both persistent and highly volatile patterns—common in operational observability data but largely absent from curated academic datasets.
77
 
 
68
  ## Comparison with Other Benchmarks
69
 
70
  The BOOM Benchmark diverges significantly from traditional time series datasets, including those in the [GiftEval](https://huggingface.co/datasets/Salesforce/GiftEval) suite, when analyzed using 12 standard and custom diagnostic features computed on normalized series (see Figure 3). These features capture key temporal and distributional characteristics:
71
+ - Spectral entropy (unpredictability),
72
+ - Skewness and kurtosis (distribution shape),
73
+ - Autocorrelation coefficients (temporal structure),
74
+ - Unit root tests and transience scores (stationarity and burstiness).
75
 
76
  BOOM series exhibit substantially higher spectral entropy, indicating greater irregularity in temporal dynamics. Distributions show heavier tails and more frequent structural breaks, as reflected by shifts in skewness and stationarity metrics. A wider range of transience scores highlights the presence of both persistent and highly volatile patterns—common in operational observability data but largely absent from curated academic datasets.
77