CSC/ECE 517 Fall 2009/wiki2 9 km: Difference between revisions

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Aspect-Oriented Programming (AOP) is a [http://en.wikipedia.org/wiki/Programming_paradigm programming paradigm] in which the model can be dynamically modified to pefectly satisfy the growing/new requirements of a system. It's very helpful in development of applications which change drastically during their lifecycle.
Aspect-Oriented Programming (AOP) is a [http://en.wikipedia.org/wiki/Programming_paradigm programming paradigm] in which the model can be dynamically modified to pefectly satisfy the growing/new requirements of a system. It's very helpful in development of applications which change drastically during their lifecycle.


==Overview==
===Overview===
The complexity of software system development has always been a very important aspect in software programming industry. Its long been managed using the principle of separation of concerns.
The complexity of software system development has always been a very important aspect in software programming industry. Its long been managed using the principle of separation of concerns.


==History==


==Why AOP==
===What is AOP and Why do we need it ?===
==Separation of concerns==


===Separation of concerns===




==Programming model==
===Joint point model===
===Joint point model===


==AspectJ/AspectR==


==See also==


==References==
===References===


==Further Reading==


==External links==
===External links===

Revision as of 17:58, 9 October 2009

Aspect-Oriented Programming

Aspect-Oriented Programming (AOP) is a programming paradigm in which the model can be dynamically modified to pefectly satisfy the growing/new requirements of a system. It's very helpful in development of applications which change drastically during their lifecycle.

Overview

The complexity of software system development has always been a very important aspect in software programming industry. Its long been managed using the principle of separation of concerns.


What is AOP and Why do we need it ?

Separation of concerns

Joint point model

References

External links