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  • Chapter 1: Getting Started with Stylus Studio
  • Chapter 2: Editing and Querying XML
  • Chapter 3: Converting Non-XML Files to XML
  • Chapter 4: Working with XSLT
  • Chapter 5: Creating XSLT Using the XSLT Mapper
  • Chapter 6: Debugging Stylesheets
  • Chapter 7: Defining XML Schemas
  • Chapter 8: Defining Document Type Definitions
  • Chapter 9: Writing XPath Expressions
  • Chapter 10: Working with XQuery in Stylus Studio
  • Chapter 11: Composing Web Service Calls
  • Chapter 12: Accessing Relational Data as XML
  • Chapter 13: Extending Stylus Studio
  • Chapter 14: Stylus Studio GUI Reference

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    Specifying Number Operations and Functions

    This section includes the following topics:

    Performing Arithmetic Operations

    In queries, a number represents a floating-point number. A number can have any double-precision 64-bit format IEEE 754 value. This includes

    The numeric operators convert their operands to numbers as if by calling the number() function. See Converting an Object to a Number.

    You can use the following arithmetic operators in queries:

    Calling Number Functions

    This section describes the number functions that you can call in a query. The operations you can perform are

    Converting an Object to a Number

    In some situations, you might want to force a numeric comparison. The XPath processor performs a numeric comparison if either operand is numeric and neither is Boolean. (If one operand is Boolean, the XPath processor converts the other to Boolean and performs a Boolean comparison.) However, if neither operand is a numeric or Boolean value, you can call the number() function on one operand to convert it to a numeric value. The XPath processor automatically converts the other operand to a numeric value.

    To perform a numeric comparison, you must call the number() function to convert a Boolean operand, if there is one, to a numeric value.

    The format of the number() function is 

    number number(object?)

    If you omit the argument, the value of the argument defaults to a node set with the context node as its only member. Table 62 shows how the number() function converts its argument to a number:

    Argument
    Converted Value
    String that consists of optional white space followed by an optional minus sign followed by a number followed by white space
    IEEE 754 number that is nearest to the mathematical value represented by the string.
    Any other string
    NaN (not a number)
    Boolean true
    1
    Boolean false
    0
    Node set
    First the XPath processor converts the node set to a concatenated string as if by a call to the string() function for the first node in the node set, in document order. The XPath processor then converts this string the same way as it would a string argument.
    Table 62. number() Function Arguments and Converted Values

    Obtaining the Sum of the Values in a Node Set

    To obtain the sum of the values of the nodes in a set, call the sum() function. The format is 

    number sum(node-set
              )

    For each node in the argument node-set, the XPath processor converts the string value of the node to a number. The sum() function returns the sum of these numbers.

    Obtaining the Largest, Smallest, or Closest Number

    To obtain the largest integer that is not greater than a particular number, call the floor() function. The format is 

    number floor(number)

    The floor() function returns the largest (closest to positive infinity) number that is not greater than the argument and that is an integer. For example:

    To obtain the smallest integer that is not less than a particular number, call the ceiling() function. The format is 

    number ceiling(number)

    The ceiling() function returns the smallest (closest to negative infinity) number that is not less than the argument and that is an integer. For example:

    To obtain the closest integer to a particular number, call the round() function. The format is 

    number round(number)

    The round() function returns the number that is closest to the argument and that is an integer. If there are two such numbers, the function returns the one that is closest to positive infinity. For example:

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