Stability windowing
A windowing policy of type stability discards temporal intervals in which a given metric is not stable, and selects, among the remaining intervals, the ones in which another target metric is maximized or minimized. Stability windowing can be sample-based or time-frame based.
The stability windowing has the following structure:
Field | Type | Value restrictions | Is required | Default value | Description |
---|---|---|---|---|---|
| string | {stability} | TRUE |
| The type of windowing. |
| string | It should match the name of an existing metric monitored by AKAMAS | TRUE |
| The metric whose stability is going to be verified to exclude some temporal intervals over the duration of a trial. |
| set of key-value pairs |
| FALSE |
| A set of key-value pairs that represent filtering conditions for retrieving the value of the |
| string | Valid values are in the form where | FALSE | 0s | The temporal resolution at which Akamas aggregate data points to determine feasible windows. |
| integer string |
| TRUE | The width of temporal intervals over the duration trial which are checked for the stability of the | |
| double |
| TRUE |
| The stability condition, i.e, the maximum amount of standard deviation among the value of the data point of the metric tolerated for a temporal interval of size |
and for the comparison metric section
Field | Type | Value restrictions | Is required | Default value | Description |
---|---|---|---|---|---|
| string | It should match the name of an existing metric monitored by Akamas | TRUE |
| The metric whose value is analyzed to include or exclude temporal intervals over the duration of a trial, when another reference metric is stable. |
| set of key-value pairs |
| FALSE |
| A set of key-value pairs that represent filtering conditions for retrieving the value of the |
| string | {min,max} | TRUE |
| If the value of the metric should be maximum or minimum to include or exclude temporal intervals over the duration of a trial when another reference metric is stable. |
Example
The following fragment is an example of stability windowing (time-frame based):
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