JJK Cybersecurity Team

JJK Cybersecurity team 

Is responsible for solving problems in ICT space based on operations research techniques. We solve problems encountered by IT departments. Our work is based on multidisciplinary and a new scientific perspective of an interdisciplinary nature that pertain to several domains of research in theoretical computer science, both applied & theoretical mathematical and statistical sciences, and theoretical physics. We are focusing on new developments of mathematical sciences with emphasis to the solvability of the geometric approaches to cybersecurity, ellipsoid targeting with overlap, non-equilibrium solutions of dynamic networks, elliptic regularity theory for the numerical solution of variational problems, approximation theory for polynomials on the real line and unit circle, complementary and variational inequalities in electronics, new two-slope parametrized achievement scalarizing functions for nonlinear multi-objective optimization, string and weak convexity of closed set in a Hilbert space. We further focus on optimization problems related to security in network systems as well as an investigation of some recent inequalities for relative entropy. We are doing valuations on cybersecurity investments with budget constraints and development of cybersecurity policy framework for clients.