乡村生产空间系统韧性的科学认知及其研究域

韧性作为乡村生产空间系统的重要属性,是乡村生产空间系统应对内外环境扰动时主动抵御(系统维持)、适应(系统演化)或者更新(系统突变)的一种可持续发展能力,是实现乡村振兴与可持续发展的必由之路。论文基于国内外韧性研究成果和乡村生产空间系统内涵与本质,科学认知乡村生产空间系统韧性的内涵;基于认识论与本体论,从扰动、利益相关者、系统状态、系统目的与韧性能力5个方面对乡村生产空间系统韧性进行质性研究,解构出扰动与脆弱性、脆弱性与韧性回馈、韧性评估与阈值效应、适应性治理等乡村生产空间系统韧性研究的基本研究域,以初步形成其研究框架;并从多学科理论融合与多方法集成、时空尺度关联和多维因素传导及利益相关者一体化适应性治理体系构建等方面厘定其未来研究重点。     

COVID-19风险冲击对疫区农户生计资本的影响及其抵御效应——以湖北、安徽、重庆为例

新冠肺炎(COVID-19)疫情给农户生计发展带来了重大风险,而生计资本是抵御疫情冲击、阻断返贫危机的关键。论文以重点疫区湖北省及周边地区为研究区域,基于可持续生计分析框架,从生计资本“结构—存量”多维视角出发,采用内生转换回归模型分析疫区465户农户生计资本对疫情风险的抵御作用。研究发现：① 重点疫区农户生计资本总量不高,疫情可能诱发生计脆弱性但不是唯一要素,基层公共卫生建设也极为重要;② 生计资本对疫情风险有显著抵御效应,人力资本维度作用更为凸显,物质资本占比过高反而会削弱疫情应对能力;③ 农户生计资本结构与存量分布不均,家庭劳动力、健康投入、财富积累、居住环境、社会阅历等是核心要素;④ 疫后生计恢复主要依赖于人力与金融资本的积累,而帮扶关键在于应急和兜底保障,要根据区域农户生计特征拟定差异化的疫情常态防控举措。     

蒙阴县城乡建设用地增减挂钩工作经验探析

蒙阴县积极开展城乡建设用地增减挂钩工作,不仅缓解了建设用地压力,在改善农村居住环境、促进群众思想解放,增加集体经济收入、促进干群关系转变方面都发挥了积极作用,但也存在项目选址难、筹资渠道单一、群众思想工作难做、拆迁难度加大等问题。蒙阴县结合工作实际,不断总结工作经验,创新工作思路,建立了做好增减挂钩工作的长效机制,具有典型示范作用,可为其他地区更好开展此项工作提供有益借鉴。     

Tasting cheesescapes in Canterbury (New Zealand)

Food tourism is a means to connect agriculture produce and tourism activity. Food tourism allows destinations to convey the authenticity that comes from their food heritage, which is closely linked to natural and cultural landscapes. Food and landscapes in New Zealand are strongly related to dairy production, cheese production being one of the main features. This study showcases cheesescapes in Canterbury, the largest region in the South Island of New Zealand in terms of milk production. On one hand, thanks to food tourism, the producers can explore ways to diversify their production. On the other hand, visitors are able to identify with the inhabitants of a country and ‘taste’ a portion of its landscape through gastronomy.     

领域化视角下的珠三角乡村城市化再思考——以广州市旧水坑村为例

从领域视角看,改革开放以来出现的自下而上的乡村城市化过程即是乡村地域的重新领域化与再/去领域化过程。以广州市旧水坑村为案例,运用实地调查、访谈的方法,对乡村城市化过程中社会、市场和行政力量等领域化主体的作用机制进行了剖析。研究发现,村民代表的社会力量是乡村领域化的设计者,而行政力量、市场力量试图通过在其中构建独立领域以增强话语权。叠置的领域和差异悬殊的空间资源支配能力致使资源争夺加剧及非均衡的空间-权力结构形成,并导致村庄发展管治的混乱。因此,需要尽快构建多元主体有机组合的领域单元及均衡的领域政治体系,以实现乡村地域的可持续发展。     

国内外土地利用与农户生计研究评述

运用文献资料计量法和比较分析法对1984—2014年间国内外土地利用与农户生计的相关文献进行了梳理。研究结果表明:土地利用与农户生计的论文发表数量呈逐年增长趋势,研究主题日益多元化。研究内容主要围绕可持续生计分析框架,重点开展了土地利用变化与农户生计演变的驱动、土地利用变化下农户生计资产评价和农户生计策略响应等研究。未来土地利用与农户生计研究应努力探索农户生计理论的中国化、系统化;开展土地利用变化下农户生计风险的识别与评价;加强土地利用系统与农户生计系统的耦合关系分析;深化土地利用变化下农户生计状况的动态变化分析。     

网络视角下旅游产业集群差异及成因——基于多案例的比较研究

旅游产业集群具有网络属性,从网络角度研究产业集群已成为当前研究的趋势。但学术界大部分关于旅游产业集群的研究都是移植产业集群的理论成果,鲜有比较视野下的旅游产业集群差异及其成因分析。从旅游产业集群的网络化特征出发,以产业组织理论的SCP范式为分析框架,选择平遥古城旅游产业集群、剑门蜀道旅游产业集群、黄陂乡村旅游产业集群、杭州西湖国际旅游综合体4个典型案例为研究对象,运用分析归纳法得出不同类型旅游产业集群的网络结构、网络行为和网络绩效间的关系和差异,并解释了造成集群绩效差异的原因。     

农村社区选址布局模型探讨——以青岛西海岸地区为例

系统梳理了农村社区选址布局的相关研究进展,重新建构社区选址布局的基本原则并予以数学抽象。在此基础上引入泰森多边形和引力模型,以村庄发展潜力、社区最大服务半径为基本控制条件,依托Map Basic平台设计相应算法,分别建立农村社区选址模型和社区服务范围模型,构建了由计算机辅助实现的农村社区选址布局模型系统,并以青岛西海岸地区为实证地区,将模型系统应用于该区域农村社区选址布局规划实践中。研究结果表明,构建的模型系统适应性较强,通过村庄发展潜力与社区空间约束相关联,可有效提高农村社区选址布局规划的科学性与合理性,为当前农村社区建设提供一定的指导和借鉴。     

A complete formulation of an indirect boundary element method for poroelastic rocks

Rocks are naturally filled with cracks and pores that are saturated with one or more fluid phases. Many problems in rock mechanics, petroleum engineering, geophysics, etc. deal with cracks and discontinuities in rock formations. These problems should consider effects of a porous medium. Displacement discontinuity method (DDM) as an indirect boundary element method is particularly ideal for problems involving fractures and discontinuities. However, the DDM in its original form is limited to elastic problems. The paper uses a fundamental solution of a point displacement discontinuity in poroelastic medium to obtain the solution for a poroelastic DDM. Then it introduces a numerical formulation and implementation for the poroelastic DDM in a code named CEP-DDM (Constant Element Poroelastic DDM). The accuracy and validity of the proposed solution and the newly developed code are verified by two analytical solutions, another numerical solution, and some field measurements. These results showed good agreement between CEP-DDM and other methods’ results. The verifications prove the accuracy and applicability of the proposed numerical model in a wide range of real-world problems.     

Compactly supported radial covariance functions

The Least-squares collocation (LSC) method is commonly used in geodesy, but generally associated with globally supported covariance functions, i.e. with dense covariance matrices. We consider locally supported radial covariance functions, which yield sparse covariance matrices. Having many zero entries in the covariance matrice can both greatly reduce computer storage requirements and the number of floating point operations needed in computation. This paper reviews some of the most well-known compactly supported radial covariance functions (CSRCFs) that can be easily substituted to the usually used covariance functions. Numerical experiments reveals that these finite covariance functions can give good approximations of the Gaussian, second- and third-order Markov models. Then, interpolation of KMS02 free-air gravity anomalies in Azores Islands shows that dense covariance matrices associated with Gaussian model can be replaced by sparse matrices from CSRCFs resulting in memory savings of one-fortieth and with 90% of the solution error less than 0.5 mGal. This article is dedicated to Cerbère.