periodic points
Linear response and periodic points
... expanding maps and Anosov diffeomorphisms, a key point being the use of a somewhat different complex function. (A related problem was posed by Baladi in §5 in her survey [2], where she asked about the relationship of ...
21
Directional uniformities, periodic points, and entropy
... -action vanishes, a powerful theory of directional entropy and periodic points can be built. An underlying theme is uniformity in dynamical invariants as the direction changes, and the connection between ...
22
Quasigauge Spaces with Generalized Quasipseudodistances and Periodic Points of Dissipative Set-Valued Dynamic Systems
... In quasigauge spaces, we introduce the families of generalized quasipseudodistances, and we define three kinds of dissipative set-valued dynamic systems with these families of generalized quasi-pseudodistances and with ...
22
Eventually Periodic Points of Infra-Nil Endomorphisms
... We will consider infra-nil endomorphisms in this paper. These include Anosov diffeomorphisms and expanding maps on infra-nilmanifolds up to topological conjugacy. The purpose of this paper is to show that the infra-nil ...
15
A Cr unimodal map with an arbitrary fast growth of the number of periodic points
... Publisher statement: Kaloshin, A. and Kozlovski, O. (2012). A Cr unimodal map with an arbitrary fast growth of the number of periodic points. Ergodic Theory and Dynamical Systems, 32(1), pp. 159-165, doi: ...
8
Return times at periodic points in random dynamics
... non-periodic points one obtains in the limit the exponential distribution for entry and return times, but that at periodic points the limiting return times distribution have a point mass at ...
16
Directional uniformities, periodic points, and entropy
... -action vanishes, a powerful theory of directional entropy and periodic points can be built. An underlying theme is uniformity in dynamical invariants as the direction changes, and the connection between ...
22
Fixed points, periodic points, and coin-tossing sequences for mappings defined on two-dimensional cells
... This makes clear that, from some point of view, our setting is only a particular case of that considered in [21] (and also in [18]), but, due to the restricted situation considered by us, we have the possibility to ...
22
ANALYSIS ON STABILITY OF PERIODIC POINTS, PERIOD DOUBLING BIFURCATION AND LYPUNOV EXPONENT IN A CHAOTIC MODEL
... Now we try to find the third bifurcation point. For this we solve the equation 𝑓 4 𝑥 = 𝑥, So to find one of the periodic points we take the help of C-programming and Newton –Rapson method. We see that the ...
12
On common fixed points, periodic points, and recurrent points of continuous functions
... It is known that two commuting continuous functions on an interval need not have a common fixed point. However, it is not known if such two functions have a common periodic point. We had conjectured that two ...
9
On the Set of Fixed Points and Periodic Points of Continuously Differentiable Functions
... of periodic points of self-maps of intervals has been studied for different ...of periodic points are more likely not to share a periodic ...of periodic points of ...
6
Periodic points for the weak contraction mappings in complete generalized metric spaces
... In this article, we also recall the notion of Meir-Keeler function (see [12]). A function j : [0, ∞ ) ® [0, ∞ ) is said to be a Meir-Keeler function if for each h >0, there exists δ >0 such that for t Î [0, ∞ ) ...
9
Asymmetric structures, discontinuous contractions and iterative approximation of fixed and periodic points
... Question . In quasi-pseudometric spaces (and thus also in quasi-metric and in met- ric spaces), is it possible to find an effective construction of a condition of Rus type with respect to generalized ...
15
Rotation numbers, periodic points and topological entropy of a class of endomorphisms of the circle
... SECOND SPECIAL CASE OF THE THEOREM In th is section we prove another special case of the theorem, namely:-.. im p lies th at.[r] ...
100
Fixed and periodic points of generalized contractions in metric spaces
... Recently, Wardowski [] introduced a new contraction called F-contraction and proved a fixed point result as a generalization of the Banach contraction principle []. In this paper, we introduce an F -contraction with ...
11
On common fixed and periodic points of commuting functions
... It is known that two commuting continuous functions on an interval need not have a common fixed point... It is not known if such two functions have.[r] ...
8
A counter example on common periodic points of functions
... However, it is natural to ask see [2] if it is possible to prove a version of Theorem 1.1 with 1.1 amended to read strict inequality, a replaced by 1, and with the additional requirement[r] ...
5
Topological entropy and periodic points for Zd actions on compact abelian groups with the Descending Chain Condition
... Using results of Klaus Schmidt, Bruce Kitchens and Doug Lind, we show that the descending chain condition guarantees that the global topological entropy of such an action coincides with [r] ...
109
Monotone Flows with Dense Periodic Orbits
... (i) periodic points are dense in X, and (ii) at all positive times the flow preserves the partial order defined by a closed convex cone that has nonempty interior and contains no straight ...nonstationary ...
10
Periodic Orbits with Least Period Three on the Circle
... According to relative homotopy-conjugacy classes, period 3 on the circle almost forces all the other periods with only one exception. Roughly speaking, the statement that period 3 implies every period is almost true for ...
8