FARES BENSAIDMADANI MOUSSAI2024-03-172024-03-172019http://dspace.univ-msila.dz:8080//xmlui/handle/123456789/42627Using the notion of realizations, we study the dilation commuting realizations of the homogeneous Besov-type spaces B˙ s,τ p,q (Rn), which are defined modulo polynomials of degree less than μ; the integer μ will be determined from the parameters n, s, p, q and τLittlewood-Paley decomposition, distributions modulo polynomials, homogeneous Besov-type spacesREALIZATIONS OF THE HOMOGENEOUS BESOV-TYPE SPACESArticle