As specific objectives we mention:
– the existence of solutions for differential inclusions
– qualitative properties of solutions for differential inclusions
– Hyers-Ulam functional stability
– approximations of the gamma function and those related to it
– applications in number theory and partitions
– approximations in optimization problems
– applications of the real symplectic group in quantum mechanics, quantum optics and quantum information theory
– applications of the theory of convex functions in the theory of partial differential equations, mechanics, probability theory, statistics and financial mathematics
– study of fixed point problems and their generalizations with applications to equations and operating systems and partial differential equations
– software for systems of elliptic equations in quantum physics
– combined porous or magnetic effects in the theory of viscous fluids on an infinite plate.