Stochastic Model for Capturing the Probabilistic Nature of Malware Propagation on an Arbitrary Topology
نویسنده
چکیده
Today’s computer world the Active worm’s are the major security issues in the Internet. This is because of the ability of active worms to execute in an automated fashion as they continuously attack the computers on the Internet. Here we find a new class of active worms, called as Camouflaging Worm (C-Worm). The C-Worm is different from regular worms because of its ability to change its scan traffic volume over time very cleverly. so, the C-Worm hides from its propagation from existing worm detection applications based on analyzing the propagation traffic generated by worms. we design a spectrum-based scheme to detect the C-Worm. Our scheme uses the Power Camouflaging Worm distribution of the scan traffic volume and its corresponding Spectral Flatness Measure (SFM) to distinguish the C-Worm traffic from background traffic Using a real-world traces as background traffic, we conduct extensive performance evaluations on our proposed spectrum-based detection scheme. The performance data clearly shows that our scheme can effectively detect the C-Worm propagation. Furthermore, we show the generality of our spectrum-based scheme in effectively detecting not only the C-Worm, but traditional worms as well.
منابع مشابه
Modeling Malware Propagation in Networks
The paper proposes to study spreading characteristics of malware using a stochastic model, based on the Interactive Markov Chains, that belongs to the special case called “influence model.” We generalize influence model so that the status of a node and the influences a node exerts from neighbors depend on the current status of the node and the statuses of its neighbors. Such generalized model i...
متن کاملLoss Reduction in a Probabilistic Approach for Optimal Planning of Renewable Resources
Clean and sustainable renewable energy technology is going to take responsibility of energy supply in electrical power systems. Using renewable sources improve the environment and reduce dependence on oil and other fossil fuels. In distribution power system, utilizing of wind and solar DGs comprises some advantages; consist of loss and emission reduction, and also improvement of voltage profile...
متن کاملDynamic Fracture Analysis Using an Uncoupled Arbitrary Lagrangian Eulerian Finite Element Formulation
This paper deals with the implementation of an efficient Arbitrary Lagrangian Eulerian (ALE) formulation for the three dimensional finite element modeling of mode I self-similar dynamic fracture process. Contrary to the remeshing technique, the presented algorithm can continuously advance the crack with the one mesh topology. The uncoupled approach is employed to treat the equations. So, each t...
متن کاملAnalytical D’Alembert Series Solution for Multi-Layered One-Dimensional Elastic Wave Propagation with the Use of General Dirichlet Series
A general initial-boundary value problem of one-dimensional transient wave propagation in a multi-layered elastic medium due to arbitrary boundary or interface excitations (either prescribed tractions or displacements) is considered. Laplace transformation technique is utilised and the Laplace transform inversion is facilitated via an unconventional method, where the expansion of complex-valued...
متن کاملA New Method for Calculating Propagation Modes of a One Dimensional Photonic Crystal (RESEARCH NOTE)
Photonic band-gap (PBG) crystals offer new dimensions of freedom in controlling propagation of electromagnetic waves. The existence of stop-bands in the transmission characteristic of these crystals makes them a suitable element for the realization of many useful microwave and optical subsystems. In this paper, we calculate the propagation constant of a one-dimensional (1-D) photonic crystal by...
متن کامل