Using a grid to evaluate the threat of zombie networks against asymmetric encryption algorithms

Abstract

The large network of compromised computers currently available can be used to run complex algorithms in order to solve problems considered to be beyond current computational power. A distribute algorithm for obtaining prime number is presented. The algorithm was run in a grid system to obtain all prime numbers up to 2^40, measuring execution times and storage requirements. Extrapolating the results to larger limits it was found that using zombie networks it is possible to obtain prime number up to a limit of 2^50. The main conclusion is that using this technique, low transfer rates and storage capabilities are the current limiting factors, surpassing the limited computing power.

The large network of compromised computers currently available can be used to run complex algorithms in order to solve problems considered to be beyond current computational power. A distribute algorithm for obtaining prime number is presented. The algorithm was run in a grid system to obtain all prime numbers up to 2^40, measuring execution times and storage requirements. Extrapolating the results to larger limits it was found that using zombie networks it is possible to obtain prime number up to a limit of 2^50. The main conclusion is that using this technique, low transfer rates and storage capabilities are the current limiting factors, surpassing the limited computing power.