an:06857444
Zbl 1390.39069
Le??niak, Zbigniew
On properties of the set of invariant lines of a Brouwer homeomorphism
EN
J. Difference Equ. Appl. 24, No. 5, 746-752 (2018).
00383247
2018
j
39B12 54H20 37E30
Brouwer homeomorphism; regular point; invariant line; limit set; discrete dynamical system
Summary: We present properties of sets of invariant lines for Brouwer homeomorphisms which are not necessarily embeddable in a flow. Using such lines we describe the structure of equivalence classes of the codivergency relation. We also obtain a result concerning the set of regular points.