[DOCS] Updates screenshots in ML population analysis (#58318)

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István Zoltán Szabó 2020-06-23 09:03:31 +02:00
parent 7dda9934f9
commit 3169e4c70e
7 changed files with 6 additions and 6 deletions

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@ -62,14 +62,14 @@ the sample web logs in {kib}, you can use the following job settings in the
population job wizard: population job wizard:
[role="screenshot"] [role="screenshot"]
image::images/ml-population-job.jpg["Job settings in the population job wizard] image::images/ml-population-job.png["Job settings in the population job wizard]
After you open the job and start the {dfeed} or supply data to the job, you can After you open the job and start the {dfeed} or supply data to the job, you can
view the results in {kib}. For example, you can view the results in the view the results in {kib}. For example, you can view the results in the
**Anomaly Explorer**: **Anomaly Explorer**:
[role="screenshot"] [role="screenshot"]
image::images/ml-population-results.jpg["Population analysis results in the Anomaly Explorer"] image::images/ml-population-results.png["Population analysis results in the Anomaly Explorer"]
As in this case, the results are often quite sparse. There might be just a few As in this case, the results are often quite sparse. There might be just a few
data points for the selected time period. Population analysis is particularly data points for the selected time period. Population analysis is particularly
@ -80,8 +80,8 @@ If you click on a section in the timeline or swimlanes, you can see more
details about the anomalies: details about the anomalies:
[role="screenshot"] [role="screenshot"]
image::images/ml-population-anomaly.jpg["Anomaly details for a specific user"] image::images/ml-population-anomaly.png["Anomaly details for a specific user"]
In this example, the client IP address `29.64.62.83` received a high volume of In this example, the client IP address `30.156.16.164` received a low volume of
bytes on the date and time shown. This event is anomalous because the mean is bytes on the date and time shown. This event is anomalous because the mean is
three times higher than the expected behavior of the population. three times lower than the expected behavior of the population.

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