Quantum Vacuum Energy of Self-Similar Configurations

We offer in this review a description of the vacuum energy self-similar systems. describe two views setting structures and point out main differences. A authors' work on subject is presented, where they treat system as many-object problem embedded regular smooth manifold. Focused Dirichlet boundary conditions, we report systematic way calculating Casimir bodies knowledge quantum single building block element assumed fact already known. fundamental property that allows us to proceed with our method dependence geometrical parameter makes it possible establish scaling Several examples are given. also situation, shown by other authors, space fractal itself, having dimension. does not hold properties rather common spaces like tangent space. refer authors who explain how some configurations "do have any one cannot define differential operators them directly". This gives rise important differences behavior vacuum.