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We discuss relation between lattice phenomenology of confining fields in the vacuum state of Yang-Mills theories (mostly SU(2) case) and continuum theories. In the continuum, understanding of the confinement is most straightforward in the dual formulation which involves higher dimensions. We try to bridge these two approaches to the confinement, let it be on a rudimentary level. We review lattice data on low-dimensional vacuum defects, that is monopoles, center vortices, topological defects.doi:10.1590/s0103-97332007000200004 fatcat:6joklyrzzfa73fhfnijjyqtwpa