Objectives

The study of the mathematical model used in equation systems with nonhomogeneous, degenerate, singular partial differential equations, particular nonsupersingular elliptic equations and the analysis of the models created on the basis of the potential theory, as their extension thru equations of branched processes and simulateing spaces at the boundary, over which the equation solutions have properties with cryptographic applications.
The study of the intractability level of the functions described at the first stage, the comparison with existing standards, interfacing the described model with the algorithmic model by optimising the implementation in VMware systems, writing the algorithms needed for implementation.
Creating an experimental model of a portal which implements authentication functions based on proprietary mathematical models superior to the standard ones which are currently used. Certificate generation with governmental security level optimised for efficiency in spite of the ones used in military-governmental environments. Digital declaration services superior to those based on digital signature by improvements on elliptic curves intractability and the informational volume associated.