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See:
Description
Class Summary | |
---|---|
AnalyzeStringFn | Implements the fn:analyze-string function defined in Functions and Operators 1.1. |
Atan2Fn | Abstract class providing functionality common to functions math:sin(), math:cos(), math:sqrt() etc; contains the concrete implementations of these functions as inner subclasses |
AvailableEnvironmentVariables | |
EnvironmentVariable | Implement the XPath 3.0 fn:environment-variable() function |
FormatInteger | |
HeadFn | This class implements the function fn:head(), which is a standard function in XQuery 1.1 |
ParseJsonFn | Implements the parse-json function defined in Functions and Operators 3.0. |
ParseXml | |
Path | Implement the fn:path function |
Pi | This class implements the function math:pi(), which is a standard function in XPath 3.0 and XQuery 3.0 |
PowFn | Abstract class providing functionality common to functions math:sin(), math:cos(), math:sqrt() etc; contains the concrete implementations of these functions as inner subclasses |
Serialize | |
SerializeJsonFn | Implements the serialize-json function defined in Functions and Operators 3.0. |
TailFn | This class implements the function fn:tail(), which is a standard function in XQuery 1.1 |
TrigonometricFn | Abstract class providing functionality common to functions math:sin(), math:cos(), math:sqrt() etc; contains the concrete implementations of these functions as inner subclasses |
TrigonometricFn.AcosFn | Implement math:acos |
TrigonometricFn.AsinFn | Implement math:asin |
TrigonometricFn.AtanFn | Implement math:atan |
TrigonometricFn.CosFn | Implement math:cos |
TrigonometricFn.Exp10Fn | Implement math:exp10 |
TrigonometricFn.ExpFn | Implement math:exp |
TrigonometricFn.Log10Fn | Implement math:log10 |
TrigonometricFn.LogFn | Implement math:log |
TrigonometricFn.SinFn | Implement math:sin |
TrigonometricFn.SqrtFn | Implement math:sqrt |
TrigonometricFn.TanFn | Implement math:tan |
This package implements functions that appear for the first time in the third version of the XPath function library, currently titled Functions and Operators 1-1, other than functions that naturally fit into another category, such as higher-order functions.
Michael H. Kay
Saxonica Limited
30 July 2010
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