IMMUNIZATION OF COMPLEX NETWORKS: A SYSTEM OF DIFFERENTIAL EQUATIONS AND DYNAMIC VARIATION
E. Yu. Pavlenko, A. D. Fatin
Peter the Great St. Petersburg Polytechnic University (SPbPU)
Annotation: This paper discusses new approaches to building models of immunization of modern computer networks. The greatest attention is paid to the consideration of the P2P static model, segment model, as well as models of dynamic representation of cyclic and growing graphs. The main advantages and areas of application of the considered models, the nuances of their use and the novelty of the considered methods are highlighted.
Keywords: Computer Networks, Immunization, Scale-Free Networks, P2P, Segment Model, Cyberphysical Systems