org.cytoscape.equations.builtins
Class Tanh
java.lang.Object
org.cytoscape.equations.AbstractFunction
org.cytoscape.equations.builtins.Tanh
- All Implemented Interfaces:
- Function
public class Tanh
- extends AbstractFunction
Constructor Summary |
Tanh()
|
Methods inherited from class java.lang.Object |
clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait |
Tanh
public Tanh()
getName
public String getName()
- Used to parse the function string. This name is treated in a case-insensitive manner!
- Specified by:
getName
in interface Function
- Specified by:
getName
in class AbstractFunction
- Returns:
- the name by which you must call the function when used in an attribute equation.
getFunctionSummary
public String getFunctionSummary()
- Used to provide help for users.
- Specified by:
getFunctionSummary
in interface Function
- Specified by:
getFunctionSummary
in class AbstractFunction
- Returns:
- a description of what this function does
getReturnType
public Class getReturnType()
- Specified by:
getReturnType
in interface Function
- Specified by:
getReturnType
in class AbstractFunction
- Returns:
- the static return type of this function, Object.class, Double.cLass, String.class, or Boolean.class.
If the static return type is Object.class, the dynamic return type will be one of Double.cLass, String.class, or Boolean.class
and will depend on the arguments passed to the function!
Note, this is used by external tools used to filter a list of functions based on what a valid return type might be.
In Cytoscape it is used in the attribute browser's formula builder.
evaluateFunction
public Object evaluateFunction(Object[] args)
- Description copied from class:
AbstractFunction
- Used to invoke this function.
- Specified by:
evaluateFunction
in interface Function
- Specified by:
evaluateFunction
in class AbstractFunction
- Parameters:
args
- the function arguments which must be either one object of type Double or Long
- Returns:
- the result of the function evaluation which is the natural logarithm of the first argument
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