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11.
Bailin Hao 《Journal of statistical physics》2005,121(5-6):749-757
This is a brief review on critical slowing down near the Feigenbaum period-doubling bifurcation points and its consequences.
The slowing down of numerical convergence leads to an “operational” fractal dimension D=2/3 at a finite order bifurcation point. There is a cross-over to D
0=0.538... when the order goes to infinity, i.e., to the Feigenbaum accumulation point. The problem of whether there exists
a “super-scaling” for the dimension spectrum D
q
W
that does not depend on the primitive word W underlying the period-n-tupling sequence seems to remain open 相似文献
12.
设{u_k}_k≥0为一个线性递归序列.序列{u_k(mod q)}_(k≥0)是周期的,很多人都对其周期有过研究.本文应用二次数域中理想的理论,较完全地刻面了二次线性递归序列模q的周期长度,所获结果加强并推广了Engstrom及Wall的结论. 相似文献
13.
This paper presents an economic model of short-rotation forestry and shows that Lemke's linear complementarity algorithm can
be used to compute optimal sustainable harvesting strategies. As an example, we apply our method, using existing data, to
calculate optimal harvesting strategies for a plantation consisting of two interdependent species of trees. 相似文献
14.
Summary This paper is concerned with the study of a newM/G/1 retrial queueing system in which the delays between retrials are exponentially distributed random variables with linear intensityg(n)=α+nμ, when there aren≥1 customers in the retrial group. This new retrial discipline will be calledlinear control policy. We carry out an extensive analysis of the model, including existence of stationary regime, stationary distribution of the
embedded Markov chain at epochs of service completions, joint distribution of the orbit size and the server state in steady
state and busy period. The results agree with known results for special cases. 相似文献
15.
J. Villadelprat 《Applied mathematics and computation》2010,216(7):1956-1964
In this note, motivated by the recent results of Wang et al. [Wang et al., Local bifurcations of critical periods in a generalized 2D LV system, Appl. Math. Comput. 214 (2009) 17-25], we study the behaviour of the period function of the center at the point (1,1) of the planar differential system
16.
We consider some analytic behaviors (convexity, monotonicity and number of critical points) of the period function of period annuli of the potential system and focus on the case when g(x) is a polynomial whose roots are all real. The main contributions of this paper are twofold: (i) analytic behaviors are given for the period functions of period annuli surrounding one or more and simple or degenerate equilibria; (ii) as a nontrivial application of the general conclusions in (i), a purely analytical and shorter proof is provided for a result for the case degg=4 recently obtained by Chengzhi Li and Kening Lu with some help of computer algebra [Chengzhi Li, Kening Lu, The period function of hyperelliptic Hamiltonian of degree 5 with real critical points, Nonlinearity 21 (2008) 465-483]. 相似文献
17.
18.
On the monotonicity of the period function of reversible centers On the monotonicity of the period function of reversible centers 下载免费PDF全文
Kuilin Wu 《Journal of Applied Analysis & Computation》2012,2(2):205-212
In this paper we study the period function of centers for a class of reversible systems and give a criteria to determine the monotonicity of the period functions. 相似文献
19.
Mansour Hashemi 《代数通讯》2018,46(9):4104-4119
20.
JieLU JinChengXIONG JianCHEN 《数学学报(英文版)》2004,20(3):415-422
Let G be a graph which contains exactly one simple closed curve. We prove that a continuous map f : G → G has zero topological entropy if and only if there exist at most k ≤ |(Edg(G) End(G) 3)/2] different odd numbers n1,...,nk such that Per(f) is contained in ∪i=1^k ∪j=0^∞ ni2^j, where Edg(G) is the number of edges of G and End(G) is the number of end points of G. 相似文献