TY - JOUR
AU - Nguyen, Viet Dung
AU - Nguyen, Van Ninh
PY - 2023/09/10
Y2 - 2024/07/19
TI - A generalization of product inequality for the higher topological complexity
JF - Thang Long Journal of Science: Mathematics and Mathematical Sciences
JA - JSTLU-C
VL - 2
IS - 8
SE -
DO -
UR - https://science.thanglong.edu.vn/index.php/volc/article/view/88
SP -
AB - In [4] M. Farber defined the topological complexity TC(X) of a path-connected space X. Generalizing this notion, ten years later, Yu. Rudyak introduced a sequence of invariants, called the higher topological complexities TCn(X), for any path-connected space X in [7]. These invariants have their origin in the notion of the Schwarz genus of a fibration defined in [8]. One of the tools used to calculate these invariants is the product inequality for the Schwarz genus. In this paper, we will give a generalization of the product inequality of the higher topological complexity.
ER -