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论伍慧明小说中唐人街的空间封闭与突破
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作者 郁敏 《江苏海洋大学学报(人文社会科学版)》 2024年第6期79-86,共8页
美国华裔作家伍慧明的两部代表作品《骨》和《望岩》中,共同表现了旧金山唐人街封闭空间对于华人尤其是男性华人的政治压迫和权利剥离。小说中的华裔群体尝试突破美国政治对唐人街物理空间、社会空间和华人心理空间的封闭隔离,在中国故... 美国华裔作家伍慧明的两部代表作品《骨》和《望岩》中,共同表现了旧金山唐人街封闭空间对于华人尤其是男性华人的政治压迫和权利剥离。小说中的华裔群体尝试突破美国政治对唐人街物理空间、社会空间和华人心理空间的封闭隔离,在中国故事与美国现实之间创造出新一代华人独立、自主、兼收并蓄、万物生长的“居间”或“第三空间”,打破边缘与主流、封闭与开放、真实与谎言之间的二元对立,构建自由自主的华裔表征空间。 展开更多
关键词 伍慧明 唐人街 封闭空间 “居间”空间 《骨》 《望岩》
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Study on City Residential Area Entrance Intercourse Space
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作者 Hao Yanran 《International Journal of Technology Management》 2014年第7期107-108,共2页
Residential area entrance space is an important part of residential areas, which influences space form and also influences the space composition of residents. Through different feature analyses of entrance space for d... Residential area entrance space is an important part of residential areas, which influences space form and also influences the space composition of residents. Through different feature analyses of entrance space for different influences of residents, it can achieve humanized space design and improve the overall level of residential area. 展开更多
关键词 RESIDENTIAL ENTRANCE MENTAL use EMOTION design
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Commuters' and Localists' Styles of Socio-Spatial Segregation in Three Types of Arab Communities in Israel
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作者 Schnell Izhak Shdema Ilan 《Journal of Earth Science and Engineering》 2014年第11期651-666,共16页
This article examines integration vs. segregation of Arabs in Israel's social sphere. Most geo-spatial studies regarding inter-ethnic relations are single dimensional, focusing on residential segregation assuming its... This article examines integration vs. segregation of Arabs in Israel's social sphere. Most geo-spatial studies regarding inter-ethnic relations are single dimensional, focusing on residential segregation assuming its association to the social domain. We argue that in the globalizing world daily activity spaces, social networks and influences on everyday life conditions are rooted in growing horizons around residential location weakening the power of residential location to dictate life conditions. Hence we suggest employing a multi-dimensional approach. Specifically, we explore the associations among residential spaces (relating to Arab residents of: purely Arab localities; mixed-Jewish-Arab cities, and Jewish cities); main activity spaces (commuters to Jewish areas and localists--people staying mostly in the Arab localities) and social integration (social networks; repertoire of identities; attitudes toward integration and knowledge of Hebrew). The data incorporate tracking the movements of 177 responders for a week (using a GPS logger) and in-depth interviews, which were analyzed quantitatively. Core findings suggest that both residential place and activity spaces affect social integration, however, the locality type has a greater affect. In addition, we identified four integration sorts according to kinds of municipality, activity spaces, and integration measures: (1) segregated localists living in Arab municipalities; (2) commuters living in Arab localities characterized by limited integration; (3) Arabs residing in Jewish cities that succeeded economically but are characterized by limited social integration, and (4) those living in mixed cities which enjoy the highest, yet limited integration level. 展开更多
关键词 Ethnic relations integration vs. segregation municipalities JEWS ARABS
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Quantitative Poincar recurrence in continued fraction dynamical system 被引量:3
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作者 PENG Li TAN Bo WANG BaoWei 《Science China Mathematics》 SCIE 2012年第1期131-140,共10页
Let T : X → X be a transformation. For any x C [0, 1) and r 〉 O, the recurrence time Tr(x) of x under T in its r-neighborhood is defined as Tr(X) = inf{k ≥ 1: d(Tk(x),x) 〈 r}.For 0 ≤ α ≤ β ∞ co, le... Let T : X → X be a transformation. For any x C [0, 1) and r 〉 O, the recurrence time Tr(x) of x under T in its r-neighborhood is defined as Tr(X) = inf{k ≥ 1: d(Tk(x),x) 〈 r}.For 0 ≤ α ≤ β ∞ co, let E(α,β) be the set of points with prescribed recurrence time as follows E(α,β)={x∈X:lim inf r→0 logTr(x)/-logr=α,lim sup r→0 logTr(x)/-logr=β}.In this note, we consider the Gauss transformation T on [0, 1), and determine the size of E(α,β)by showing that dimH E(α,β) = 1 no matter what a and/~ are. This can be compared with Feng and Wu's result [Nonlinearity, 14 (2001), 81-85] on the symbolic space. 展开更多
关键词 RECURRENCE continued fraction Hausdorff dimension
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