Daraja:
Oliy ta‘lim
Tur:
Maqola
Muallif:
Хажиев Д.
Yaratilgan vaqti:
03.09.2023
"Let E2 be the 2-dimensional Euclidean space, LSim(2) be the group of all linear simi-larities of E2 and LSim+(2) be the group of all orientation-preserving linear similarities
of E2. The present paper is devoted to solutions of problems of global G-equivalence ofpaths and curves in E2 for the groups G =LSim(2), LSim+(2). Complete systems of
global G-invariants of a path and a curve in E2 are obtained. Existence and uniquenesstheorems are given. Evident forms of a path and a curve with the given global invariants
are obtained."