 Боднарчук, Ю. В. Рубрикатор НБУВ: Шифр журнала: Анотація: The compositions of elementary polynomial transformations with linear transformations form an important class of invertible polynomial maps which is called tame transformations. It is shown that every non-linear triangular polynomial transformation of the $E n-dimensional affine space ($E n~~2) with the affine subgroup generates all the group of tame transformations. Some class of bitringular transformations with the same property is described. !oprip481_H.pft: FILE NOT FOUND! |