 Formulas

Formulas are constructed by stringing together operators, values and functions in a way that a single value results from them. Different elements in the formula give different numbers of values:

• Literal values, fields, and mathematical functions all result in one value

• Relation functions can result in multiple values, depending on the number of issues that are involved

• Operators or aggregating functions reduce multiple values into one

A formula must result in a single value, so subtasks('Quantity') is invalid, but sum(subtasks('Quantity')) is valid.

Literal Values

You can use constant values in your formulas. Their type is determined by their format.

Number

To use a number constant, just use the number itself, for example 12000 or 42.86.

Text

You will need this for certain functions. Texts cannot be used to calculate something. To make a text value, use single quotes , for example ‘this is a text’ or 'causes’.

Fields

You can use any custom field of type number, or text fields that contain a number. JSU converts texts that only consist of a number to a number type.

To use a custom field, type its name, for example Budget or Quantity. If your field’s name contains spaces or special characters, you must surround it with double quotes, for example “Story Points”. Quotes are optional for values without spaces or special characters, e. g. "Quantity".

Operators

Operators combine two values. The following operators are supported:

Operator

Description

Example

+

12 + Quantity

-

Subtraction

15 - Rating

*

Multiplication

Result * Factor

/

Division

"Write off percentage" / 100

^

Potentiation: Raises the first value to the power of the second, e. g. 28

2 ^ 8

%

Percentage: As on a calculator, you can add or subtract a percentage to/from a value.

Price - 10%

Parentheses

Parentheses can be used to group operations to override operator precedence. 2 * 3 + 3 equals 9, but 2 * (3 + 3) equals 12.

Functions

Functions are versatile, we provide three types of them.

• One type consists of mathematical functions, to enable more calculations you can do

• The second are aggregating functions, where you combine multiple values into one, which is necessary to reduce the results of some functions of the third type

• Relation functions, which fetch values from other related issues, so you can get values from subtasks for example

 Jira automatically rounds values to three decimal places. Be careful when you need exact results.

Mathematical Function

Description

Example

round(number, decimals)

Rounds the passed value to the specified number of significant decimal digits.

• round(15.386, 2) = 15.39

• round(15.5, 0) = 16

floor(number)

Rounds the passed value to the nearest lower integer.

• floor(16.34) = 16

ceiling(number)

Rounds the passed value to the nearest higher integer.

• ceiling(16.34) = 17

abs(number)

Gives the absolute value, i. e. the positive value.

• abs(-15) = 15

• abs(15) = 15

signum(number)

Normalises negative values to -1, zero to 0, and positive values to 1.

• signum(-255) = -1

• signum(0) = 0

• signum(135) = 1

mod(dividend, divisor)

Calculates the remainder of the dividend when divided by the divisor.

• mod(13, 2) = 1

Aggregating Function

Description

Example

sum(number…)

Sum of the passed values

• sum(1, 4, 5) = 10

avg(number…)

Average of the passed values

• avg(3, 5, 7) = 5

min(number…)

Smallest of the passed values

• min(-12, 0, 346) = -12

max(number…)

Largest of the passed values

• max(-135, 0, 1) = 1

Relation Function

Description

Example

Retrieves the values of the passed field from all subtasks.

note

Must be aggregated before using outside of a function.

Must be aggregated before using outside of a function.

parent(field)

Retrieves the values of the passed field from the parent of a subtask.

• parent("Quantity")

issuesInEpic(field)

Retrieves the values of the passed field from all issues in an epic.

note

Must be aggregated before using outside of a function.

Must be aggregated before using outside of a function.

• min(issuesInEpic("Budget"))

epic(field)

Retrieves the values of the passed field from the epic of an issue.

• epic("Price")

Retrieves the values of the passed field from all linked issues.

note

Must be aggregated before using outside of a function.

Must be aggregated before using outside of a function.

 The link type must be given in single quotes: ‘causes’

More complex use cases

Setting a Boundary on Values

You need to ensure the value of the Calculated Field “Price” stays above 0, but is at most 20. A minimum bound can be set by using max and a maximum using min. The price is calculated using the “Net Price” field and the “VAT” field.

1. We first need to calculate the price, which can be done using "Net Price” + VAT%

2. Then, we want to set the upper bound of 20, so we get min(”Net Price” + VAT%, 20)

3. At last, we need the lower bound, so we get max(min(”Net Price”) + VAT%, 20), 1)

Ensuring Entered Numbers Are Integers

You have a field requesting the “Number of Participants” on a transition screen. Your subsequent calculations require this number to be a whole number. To ensure this, you use a Calculated Field Post Function on the same transition.

1. The post function will write to the “Number of Participants” field

2. We want to operate on the same field, so we start with the formula “Number of Participants”

3. Then, we want to make sure that it is a whole number. We do this by rounding, we round up in this case: ceiling(”Number of Participants”)

If the entered number is already a whole number, it is unchanged. However, if it is not, and someone enters 15.3 for example, it is rounded up to the next whole number, and we get 16.
Because we write the result to the same field during the transition, i. e. “Number of Participants”, the same field is adjusted, and we have successfully sanitised the input.

Multiple Values

The mathematical functions can also operate on the multiple values that are returned by the relation functions. That way you can for example round all the values returned by a subtask.

The functions accept the lists in the following ways:

• round(number_list, decimals)

• floor(number_list)

• ceiling(number_list)

• abs(number_list)

• signum(number_list)

• mod(dividend_list, divisor)

The function then is applied separately to each element in the list, and a list with the new values is returned. The mathematical functions do not reduce the list in size, the only way to do that is to use an aggregating function.