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Anomaly Detection in
Seasonal Time Series
Humberto Cardoso Marchezi
Manchester, UK
25 March 2019
Anomalies
Applicability
● Financial Fraud
● Manufacturing Inspection
● Network Intrusion Detection
● Web Service Disaster Discovery (DevOps)
● etc.
DevOps Use Case
Machines are monitored through graphic analysis of CPU levels, memory consumption, etc.
DevOps Use Case
However relying on human eyes to look at dashboards is not a scalable option. Automation is needed!
incidents
Automated System
Machine
Collectors
Incident
Detection
System
metric
data points Alarm
Generator
notifies
DevOps Engineer
Case 1
machines
reboots/year
Machines that reboot too much are anomalies of interest. How to isolate them ?
machines
reboots/year
mean
mean +
2 std
mean -
2 std
Case 1
Machines that reboot too much are anomalies of interest. How to isolate them ?
machines
reboots/year
threshold
Case 1
Linear calculated threshold isolates anomalous data points
Case 2
How to isolate global and local anomalies in seasonal signal ?
Case 2
Linear threshold can identify global anomalies since they are outside of signal variation
?????
Case 2
However there is no linear threshold to isolate the local anomalies. How to proceed ?
Seasonality and Frequency
1 data point every hour daily seasonality frequency = 24
Review signal characteristics: daily seasonality, one data point per hour, no visible trend
Additive vs Multiplicative Time Series
International Airline
Passengers per Month
(multiplicative)
Austria Industrial
Production per Quarter
(additive)
Seasonality
magnitude
increases
with trend
Seasonality
effect
remains
constant
despite trend
● Multiplicative Model
Seasonal Trend Decomposition
= * *
observed trend seasonal residual
● Additive Model
= + +
observed trend seasonal residual
trend - long term signal behavior
seasonal - identified repetitive behavior
residual - all the rest that doesn’t fit the trend or seasonal
?????
frequency = 24
model = additive
Case 2
Recap problem: how to identify such local anomalies ?
Seasonal-Trend Decomposition
original
trend
seasonal
residual
original
trend
seasonal
residual
Seasonal-Trend Decomposition
Residual is the component of interest for anomaly detection
Seasonal-Trend Decomposition
original
residual
Global and local anomalies are mapped in the residual component
original
residual
Seasonal-Trend Decomposition
Global and local anomalies are mapped in the residual component
residual
Seasonal-Trend Decomposition
Residual is free from trend and seasonal behavior
median
median + 6 mad
median - 6 mad
Seasonal-Trend Decomposition
residual
Therefore anomalies can now be found with linear-based thresholds
median
median + 6 mad
median - 6 mad
Seasonal-Trend Decomposition
residual
Therefore anomalies can now be found with linear-based thresholds
Residual Extraction
Mapping the anomalies found in residual back to the original signal identifies all data points of interest
Residual Extraction
Pros:
● Works well with seasonal time series - global and local anomalies
● Few parameters to optimize (compared to other models)
● Algorithm implementation is simple given statistics libraries as available
Cons:
● Need to know how to adjust period parameter for each time series
● Need to know how to adjust anomaly factor so to avoid noisy results
● Works only for seasonal time series where residual is a normal distribution
References / Q&A
Notebook Demo - https://github.com/hcmarchezi/jupyter_notebooks/blob/master/residual_extraction_demo_1.ipynb
Anomaly Detection: A Tutorial - http://icdm2011.cs.ualberta.ca/downloads/ICDM2011_anomaly_detection_tutorial.pdf
Twitter Anomaly Detection - https://github.com/twitter/AnomalyDetection
Automatic Anomaly Detection in the Cloud Via Statistical Learning - https://arxiv.org/pdf/1704.07706.pdf
Generalized ESD for Outliers - https://www.itl.nist.gov/div898/handbook/eda/section3/eda35h3.htm
Real Time Anomaly Detection System for Time Series at Scale -
http://proceedings.mlr.press/v71/toledano18a/toledano18a.pdf
Time Series Dataset - https://datamarket.com/data/
The End

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