sumif
This page explains how to use the sumif aggregation function in APL.
The sumif
aggregation function in Axiom Processing Language (APL) computes the sum of a numeric expression for records that meet a specified condition. This function is useful when you want to filter data based on specific criteria and aggregate the numeric values that match the condition. Use sumif
when you need to apply conditional logic to sums, such as calculating the total request duration for successful HTTP requests or summing the span durations in OpenTelemetry traces for a specific service.
For users of other query languages
If you come from other query languages, this section explains how to adjust your existing queries to achieve the same results in APL.
Usage
Syntax
Parameters
numeric_expression
: The numeric field or expression you want to sum.condition
: A boolean expression that determines which records contribute to the sum. Only the records that satisfy the condition are considered.
Returns
sumif
returns the sum of the values in numeric_expression
for records where the condition
is true. If no records meet the condition, the result is 0.
Use case examples
In this use case, we calculate the total request duration for HTTP requests that returned a 200
status code.
Query
Output
total_req_duration |
---|
145000 |
This query computes the total request duration (in milliseconds) for all successful HTTP requests (those with a status code of 200
).
List of related aggregations
- avgif: Computes the average of a numeric expression for records that meet a specified condition. Use
avgif
when you’re interested in the average value, not the total sum. - countif: Counts the number of records that satisfy a condition. Use
countif
when you need to know how many records match a specific criterion. - minif: Returns the minimum value of a numeric expression for records that meet a condition. Useful when you need the smallest value under certain criteria.
- maxif: Returns the maximum value of a numeric expression for records that meet a condition. Use
maxif
to identify the highest values under certain conditions.