Uses of Interface
org.objectweb.proactive.core.mop.Proxy

Packages that use Proxy
org.objectweb.proactive.core.body.future Provides the definition and implementation of the future object.  
org.objectweb.proactive.core.body.proxy **For internal use only** Defines the proxy associated to any ProActive Stub of an active Object.  
org.objectweb.proactive.core.group Provides all classes needed to use group communications in ProActive.  
org.objectweb.proactive.core.group.topology Provides all classes to represent group by a topology (i.e. line, plan, ring, torus, ...)  
 

Uses of Proxy in org.objectweb.proactive.core.body.future
 

Classes in org.objectweb.proactive.core.body.future that implement Proxy
 class FutureProxy
          This proxy class manages the semantic of future objects
 

Uses of Proxy in org.objectweb.proactive.core.body.proxy
 

Subinterfaces of Proxy in org.objectweb.proactive.core.body.proxy
 interface BodyProxy
           
 

Classes in org.objectweb.proactive.core.body.proxy that implement Proxy
 class AbstractBodyProxy
           
 class AbstractProxy
           
 class UniversalBodyProxy
           
 

Uses of Proxy in org.objectweb.proactive.core.group
 

Classes in org.objectweb.proactive.core.group that implement Proxy
 class ProxyForGroup
           
 

Uses of Proxy in org.objectweb.proactive.core.group.topology
 

Classes in org.objectweb.proactive.core.group.topology that implement Proxy
 class Cube
          This class represents a group by a three-dimensional topology.
 class Hypercube
           
 class Line
          This class represents a group by a one-dimensional topology.
 class Plan
          This class represents a group by a two-dimensional topology.
 class Ring
          This class represents a group by a cycling one-dimensional topology.
 class Tetrahedron
          This one is specialy dedicaced to Fabrice ;)
 class TopologyGroup
          Topologies are groups.
 class Torus
          This class represents a group by a cycling two-dimensional topology.
 class TorusCube
          This class represents a group by a cycling three-dimensional topology.
 



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