Uses of Interface
com.vii.brillien.kernel.axiom.Progressor

Packages that use Progressor
com.vii.brillien.kernel.axiom   
com.vii.brillien.kernel.axiom.atomic   
com.vii.brillien.kernel.axiom.atomic.component   
 

Uses of Progressor in com.vii.brillien.kernel.axiom
 

Subinterfaces of Progressor in com.vii.brillien.kernel.axiom
 interface Presence<C extends Communication,R>
          Brillien represents the probelms of real world as a free communications' flow.
 

Uses of Progressor in com.vii.brillien.kernel.axiom.atomic
 

Subinterfaces of Progressor in com.vii.brillien.kernel.axiom.atomic
 interface Commander<P extends PresenceManager,C extends Communication,R>
          Commander is a central management object in Brillien.
 interface Context<P extends Presence,C extends Communication,R>
          Context is a special Unit type providing a metalevel collapsing set functionality extended by sharing services.
 interface Flow<P extends Presence,C extends Communication,R>
          Flow are the high-level component to provide flow-related functionality.
 interface PresenceManager<P extends Presence,C extends Communication>
          Instantiation manager interface, factory-like interface according the environment of the component like: used libraries, component version, transaction management, instance management type, etc.
 interface Unit<P extends Presence,C extends Communication,R>
          Set-like Presence type.
 

Uses of Progressor in com.vii.brillien.kernel.axiom.atomic.component
 

Subinterfaces of Progressor in com.vii.brillien.kernel.axiom.atomic.component
 interface CharacteristicFunction<P extends Presence,C extends Communication,R>
          For every Unit presence, a CharacteristicFunction is defined to decide whether a Presence object is element of the set or not These type of Presence has main role in subset creation too.
 interface EquivalenceRelation<P extends Presence,C extends Communication,R>
          This interface represents EquivalenceRelation for subset creation or classification operation
 interface OrderRelation<P extends Presence,C extends Communication,R>
          This interface represents an order relation for set ordering.
 



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