Re: getting a more complex aspect from simpler ones....
"Antonielly Garcia Rodrigues" <[email protected]>
| Newsgroups | gmane.comp.programming.aspect.general |
|---|---|
| Message-ID | <[email protected]> |
In my research on "symmetric" approaches, this was often done, because in those approaches the system is a composite module which is the result of the composition of other modules, which are the result of the composition of smaller modules, and so on, thus forming a "hierarchy" of modules from the simplest (the "primitive" ones) to the most complex (the composite ones). Those composition issues appeared all the time when I was developing my software prototype. Read papers about approaches such as Hyper/J and AHEAD (the latter is an approach for Feature-Oriented Programming). You will find a lot of information there. I hope this helps. Antonielly Garcia Rodrigues On 10/23/06, [email protected] <[email protected]> wrote: > Hello, > > Some time ago, I have exchanged some emails with Dr. Pawlak and other > researchers about some aspect composition issues. > > The main idea is get two or more aspects composed in order to form > another one more complex (i.e. a+b=c). > > Let me try to be a little bit more clear: the idea is to get an > example of two aspects that are composed in order to form/build another > one more complex. One example would be: > > Persistence (a) + Distribution (b) = Replication (c) > > So, what do you think about that? Where can I find out more examples > where this approach has been somehow applied? > > > Regards, > Fabio > > > _______________________________________________ > discuss mailing list - [email protected] > > To unsubscribe and change options, go to: > http://aosd.net/mailman/listinfo/discuss_aosd.net > > Check out the AOSD.net Wiki: http://aosd.net/wiki > _______________________________________________ discuss mailing list - [email protected] To unsubscribe and change options, go to: http://aosd.net/mailman/listinfo/discuss_aosd.net Check out the AOSD.net Wiki: http://aosd.net/wiki