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동의어 포함
The main purpose of this paper is to use the methods of Lattice Dynamical System to establish a global model, which extends the Walrasian evolutionary cobweb model in an independent single local market to the global market evolution over an infinite chain of many local markets interacting each other through a diffusion of prices between them.
For brevity of the model, we assume linear decreasing demands and quadratic
supplies with naive predictors, and investigate the spatially homogeneous global price dynamics and show that the dynamics is topologically conjugate to that of well-known logistic map and hence undergoes a period-doubling bifurcation route to chaos as a parameter varies through a critical value.| 기사명 | 저자명 | 페이지 | 원문 | 목차 |
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| On the generalized Hyers-Ulam stability of the Cauchy-Jensen functional equation Ⅱ | Kil-Woung Jun ;Ju-Ri Lee ;Yang-Hi Lee | pp.167-178 |
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| Approximately convex Schwartz distributions | Jae-Young Chung | pp.179-186 |
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| On sγ-generalized sets | Won Keun Min | pp.187-192 |
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| Certain subgroups of self-homotopy equivalences of the wedge of two moore spaces Ⅱ | Myung Hwa Jeong | pp.193-198 |
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| Variational approach and the number of the nontrivial periodic solutions for a class of the system of the nontrivial suspension bridge equations | Tacksun Jung ;Q-Heung Choi | pp.199-212 |
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| Positive solutions of multi-point boundary value problems of nonlinear fractional differential equation at resonance | Aijun Yang ;Weigao Ge | pp.213-225 |
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| On continuous linear Jordan derivations of Banach algebras | Kyoo-Hong Park ;Byung-Do Kim | pp.227-241 |
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| Spatially homogeneous global price dynamics on a chain of local markets | Yong-In Kim | pp.243-254 |
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도서위치안내: 정기간행물실(524호) / 서가번호: 국내06
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