# Package javafx.beans.binding

package javafx.beans.binding

Provides classes that create and operate on a `Binding` that calculates a value that depends on one or more sources.

## Characteristics of Bindings

Bindings are assembled from one or more sources, usually called their dependencies. A binding observes its dependencies for changes and updates its own value according to changes in the dependencies.

Almost all bindings defined in this library require implementations of `Observable` for their dependencies. There are two types of implementations already provided, the properties in the package `javafx.beans.property` and the observable collections (`ObservableList` and `ObservableMap`). Bindings also implement `Observable` and can again serve as sources for other bindings allowing to construct very complex bindings from simple ones.

Bindings in our implementation are always calculated lazily. That means, if a dependency changes, the result of a binding is not immediately recalculated, but it is marked as invalid. Next time the value of an invalid binding is requested, it is recalculated.

## High Level API and Low Level API

The Binding API is roughly divided in two parts, the High Level Binding API and the Low Level Binding API. The High Level Binding API allows to construct simple bindings in an easy to use fashion. Defining a binding with the High Level API should be straightforward, especially when used in an IDE that provides code completion. Unfortunately it has its limitation and at that point the Low Level API comes into play. Experienced Java developers can use the Low Level API to define bindings, if the functionality of the High Level API is not sufficient or to improve the performance. The main goals of the Low Level API are fast execution and small memory footprint.

Following is an example of how both APIs can be used. Assuming we have four instances of `DoubleProperty` `a`, `b`, `c` , and `d`, we can define a binding that calculates `a*b + c*d` with the High Level API for example like this:

`NumberBinding result = Bindings.add (a.multiply(b), c.multiply(d));`

Defining the same binding using the Low Level API could be done like this:

     DoubleBinding foo = new DoubleBinding() {

         {
             super.bind(a, b, c, d);
         }

         @Override
         protected double computeValue() {
             return a.getValue() * b.getValue() + c.getValue() * d.getValue();
         }
     };

- Related Packages
  Package
  Description
  javafx.beans
  The package `javafx.beans` contains the interfaces that define the most generic form of observability.
  javafx.beans.property
  The package `javafx.beans.property` defines read-only properties and writable properties, plus a number of implementations.
  javafx.beans.value
  The package `javafx.beans.value` contains the two fundamental interfaces `ObservableValue` and `WritableValue` and all of its sub-interfaces.
- Class
  Description
  Binding<T>
  A `Binding` calculates a value that depends on one or more sources.
  Bindings
  Bindings is a helper class with a lot of utility functions to create simple bindings.
  BooleanBinding
  Base class that provides most of the functionality needed to implement a `Binding` of a `boolean` value.
  BooleanExpression
  `BooleanExpression` is an `ObservableBooleanValue` plus additional convenience methods to generate bindings in a fluent style.
  DoubleBinding
  Base class that provides most of the functionality needed to implement a `Binding` of a `double` value.
  DoubleExpression
  `DoubleExpression` is an `ObservableDoubleValue` plus additional convenience methods to generate bindings in a fluent style.
  FloatBinding
  Base class that provides most of the functionality needed to implement a `Binding` of a `float` value.
  FloatExpression
  `FloatExpression` is an `ObservableFloatValue` plus additional convenience methods to generate bindings in a fluent style.
  IntegerBinding
  Base class that provides most of the functionality needed to implement a `Binding` of an `int` value.
  IntegerExpression
  `IntegerExpression` is an `ObservableIntegerValue` plus additional convenience methods to generate bindings in a fluent style.
  ListBinding<E>
  Base class that provides most of the functionality needed to implement a `Binding` of an `ObservableList`.
  ListExpression<E>
  `ListExpression` is an `ObservableListValue` plus additional convenience methods to generate bindings in a fluent style.
  LongBinding
  Base class that provides most of the functionality needed to implement a `Binding` of a `long` value.
  LongExpression
  `LongExpression` is an `ObservableLongValue` plus additional convenience methods to generate bindings in a fluent style.
  MapBinding<K,V>
  Base class that provides most of the functionality needed to implement a `Binding` of an `ObservableMap`.
  MapExpression<K,V>
  `MapExpression` is an `ObservableMapValue` plus additional convenience methods to generate bindings in a fluent style.
  NumberBinding
  A tagging interface to mark all Bindings that wrap a number-value.
  NumberExpression
  `NumberExpression` is an `ObservableNumberValue` plus additional convenience methods to generate bindings in a fluent style.
  NumberExpressionBase
  `NumberExpressionBase` contains convenience methods to generate bindings in a fluent style, that are common to all NumberExpression subclasses.
  ObjectBinding<T>
  Base class that provides most of the functionality needed to implement a `Binding` of an `Object`.
  ObjectExpression<T>
  `ObjectExpression` is an `ObservableObjectValue` plus additional convenience methods to generate bindings in a fluent style.
  SetBinding<E>
  Base class that provides most of the functionality needed to implement a `Binding` of an `ObservableSet`.
  SetExpression<E>
  `SetExpression` is an `ObservableSetValue` plus additional convenience methods to generate bindings in a fluent style.
  StringBinding
  Base class that provides most of the functionality needed to implement a `Binding` of a `String`.
  StringExpression
  `StringExpression` is an `ObservableStringValue` plus additional convenience methods to generate bindings in a fluent style.
  When
  Starting point for a binding that calculates a ternary expression.