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Hard. Registration Number Protection Schemes against Reverse Code Eng. with Multith. Petri Nets
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Written by Univ.-Doz. Dr. Thorsten Schneider   
Side Story
Wizard searching: reversing the commercial web for fun and knowledge

Like a skilled native, the able seeker has become part of the web. He knows the smell of his forest: the foul smelling mud of the popups, the slime of a rotting commercial javascript. He knows the sounds of the web: the gentle rustling of the jpgs, the cries of the brightly colored mp3s that chase one another among the trees, singing as they go; the dark snuffling of the m4as, the different sounds and the rustling of the databases, the pathetic cry of the common user, a plaintive cooing that slides from one useless page down to the next until it dies away in a soft, sad, little moan. In fact, to all those who do not understand it, today's Internet looks like a dangerous, closed, hostile and boring commercial world.

Yet if you stop and hear attentively, you may be able to hear the seekers, deep into the shadows, singing a lusty chorus of praise to this wonderful world of theirs -- a world that gives them everything they want.

The web is the habitat of the seeker, and in return for his knowledge and skill it satisfies all his needs.

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This paper proposes a new technique for hardening registration number protections by using multithreaded Petri nets. Using this technique one is able to prevent reverse code engineering attacks, which consist of protection scheme analysis and reengineering. We come to the conclusion that using such a technique leads at minimum to an enormous reverse code engineering and analysis process for the attacker and that the proposed technique is therefore an amelioration in registration number protection.
Download: pdf Hard. Registration Number Protection Schemes against Reverse Code Eng. with Multith. Petri Nets

Download: pdf Hard. Registration Number Protection Schemes against Reverse Code Eng. with Multith. Petri Nets

Download: pdf Hard. Registration Number Protection Schemes against Reverse Code Eng. with Multith. Petri Nets