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CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADIAOQA2AAAA PAGEREF _Toc391451296 \h 7 10.1 近十年媒体关注度 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADIAOQA3AAAA PAGEREF _Toc391451297 \h 7 10.2 最新媒体报道 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADIAOQA4AAAA PAGEREF _Toc391451298 \h 7 附录一 报告研究背景及目的 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADIAOQA5AAAA PAGEREF _Toc391451299 \h 8 附录二 报告研究方法及原理 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADMAMAAwAAAA PAGEREF _Toc391451300 \h 8 附录叁 报告相关定义说明 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADMAMAAxAAAA PAGEREF _Toc391451301 \h 9 1. 数据源 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADMAMAAyAAAA PAGEREF _Toc391451302 \h 9 2. 数据呈现方式 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMAOQAxADQANQAxADMAMAAzAAAA PAGEREF _Toc391451303 \h 9 3. 相关定义 —— 报告中的术语解释 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CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMQA4AAAA PAGEREF _Toc366069518 \h 1 图表 6 发文较多期刊 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMQA5AAAA PAGEREF _Toc366069519 \h 1 图表 7 发表中文期刊论文较多的机构名称及数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgAwAAAA PAGEREF _Toc366069520 \h 2 图表 8 发表中文期刊论文较多的人物名称及数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgAxAAAA PAGEREF _Toc366069521 \h 2 图表 9 近十年学位论文年代分布列表 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgAyAAAA PAGEREF _Toc366069522 \h 2 图表 10 近十年学位论文增长趋势曲线图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgAzAAAA PAGEREF _Toc366069523 \h 2 图表 11 硕博学位论文数量对比饼状图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgA0AAAA PAGEREF _Toc366069524 \h 2 图表 12 发表学位论文较多的机构名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgA1AAAA PAGEREF _Toc366069525 \h 2 图表 13 发表学位论文较多的人物名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgA2AAAA PAGEREF _Toc366069526 \h 2 图表 14 近十年中文会议论文年代分布列表 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgA3AAAA PAGEREF _Toc366069527 \h 2 图表 15 近十年中文会议论文增长趋势曲线图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgA4AAAA PAGEREF _Toc366069528 \h 3 图表 16 中文会议论文主办单位分布图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMgA5AAAA PAGEREF _Toc366069529 \h 3 图表 17 发表中文会议论文较多的机构名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwAwAAAA PAGEREF _Toc366069530 \h 3 图表 18 发表中文会议论文较多的人物名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwAxAAAA PAGEREF _Toc366069531 \h 3 图表 19 近十年外文期刊论文年代分布列表 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwAyAAAA PAGEREF _Toc366069532 \h 3 图表 20 近十年外文期刊论文增长趋势曲线 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwAzAAAA PAGEREF _Toc366069533 \h 3 图表 21 近十年外文会议论文年代分布列表 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwA0AAAA PAGEREF _Toc366069534 \h 3 图表 22 近十年外文会议论文增长趋势曲线图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwA1AAAA PAGEREF _Toc366069535 \h 3 图表 23 近十年专利情况分布图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwA2AAAA PAGEREF _Toc366069536 \h 4 图表 24 专利类型分布饼状图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwA3AAAA PAGEREF _Toc366069537 \h 4 图表 25 获得专利较多的机构名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwA4AAAA PAGEREF _Toc366069538 \h 4 图表 26 获得专利较多的人物名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUAMwA5AAAA PAGEREF _Toc366069539 \h 4 图表 27 近十年科技成果情况曲线图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAAwAAAA PAGEREF _Toc366069540 \h 4 图表 28 科技成果地区分布图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAAxAAAA PAGEREF _Toc366069541 \h 4 图表 29 获得科技成果较多的机构名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAAyAAAA PAGEREF _Toc366069542 \h 5 图表 30 获得科技成果较多的人物名称和数量 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAAzAAAA PAGEREF _Toc366069543 \h 5 图表 31 近十年基金情况统计图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAA0AAAA PAGEREF _Toc366069544 \h 5 图表 32 基金类型分布图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAA1AAAA PAGEREF _Toc366069545 \h 5 图表 33 主题学科渗透性 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAA2AAAA PAGEREF _Toc366069546 \h 6 图表 34 主题共现词词频 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAA3AAAA PAGEREF _Toc366069547 \h 6 图表 35 主题研究领域推荐机构 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAA4AAAA PAGEREF _Toc366069548 \h 6 图表 36 主题研究领域推荐人 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANAA5AAAA PAGEREF _Toc366069549 \h 6 图表 37 近十年媒体关注度曲线图 CNDJ6nn5us4RjIIAqgBLqQsCAAAACAAAAA4AAABfAFQAbwBjADMANgA2ADAANgA5ADUANQAwAAAA PAGEREF _Toc366069550 \h 6 PAGE I 报告核心要素 本报告是围绕以下主题，利用海量数据库和数据挖掘、聚类分析和可视化技术，从文献总体产出、学术关注趋势、相关文献分布与增长情况、权威机构和人物排名等方面得出的综合分析结果。 主 题： 学 科： 一、主题介绍 二、主题相关科研产出总体分析 2.1 文献总体产出统计 图表 1 文献总体产出统计表 期刊论文学位论文会议论文科技成果中外专利中外标准法律法规外文期刊外文会议 综合统计 12727013725237763602263102289929392 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 图表 2 文献总体产出饼图 2.2 学术关注趋势分析 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 图表 3 学术关注趋势图 叁、主题相关科技论文产出分析 3.1 中文期刊论文 3.1.1 近十年中文期刊论文分布列表 图表 4 近十年中文期刊论文分布列表 年代 文献量 累积量 增长率 2005 35 35 0% 2006 43 78 123% 2007 42 120 54% 2008 52 172 43% 2009 64 236 37% 2010 44 280 19% 2011 79 359 28% 2012 66 425 18% 2013 97 522 23% 2014 44 566 8% 3.1.2 中文期刊论文增长趋势 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 图表 5 近十年中文期刊论文增长趋势曲线图 3.1.3 发文较多期刊 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 图表 6 发文较多期刊 3.1.4 发文较多的机构 图表 7 发表中文期刊论文较多的机构名称及数量 序号 机构名称 数量 1 同济大学 34 2 北京交通大学 22 3 西南交通大学 14 4 深圳市地铁有限公司 9 5 长安大学 7 6 铁科院(北京)工程咨询有限公司 5 7 中国铁道建筑总公司 5 8 铁道部经济规划研究院 4 9 铁道部 4 10 铁道第叁勘察设计院 4 11 铁道科学研究院 4 12 重庆市轨道交通总公司 4 13 苏州科技学院 4 14 沉阳铁路机械学校 4 15 中国国际工程咨询公司 4 16 郑州市轨道交通有限公司 3 17 西安铁路职业技术学院 3 18 湖南师范大学 3 19 广州市地下铁道总公司 3 20 广州地铁设计研究院有限公司 3 3.1.5 发文较多的人物 图表 8 发表中文期刊论文较多的人物名称及数量 序号 人物名称 数量 1 周翊民 6 2 语晰 5 3 陈强 3 4 金辰虎 3 5 郭鹏 3 6 邹卫 3 7 边颜东 3 8 谢仁德 3 9 苗彦英 3 10 孙宁 3 11 刘继峰 3 12 龙江 2 13 黄钟 2 14 黄远春 2 15 黄卫 2 16 马健 2 17 顾保南 2 18 陈颖雪 2 19 陈钠 2 20 陈永强 2 3.1. 6 核心期刊分布数量对比 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 3.1. 7 期刊热词逐年推荐 年份 序号 主题词 词频 2014 1 城市轨道交通 15 2 轨道交通 12 3 现状 3 4 城市轨道 3 5 城市 3 6 发展 3 7 轨道交通建设 2 8 趋势 2 9 综合监控系统 2 10 管理 2 2013 1 城市轨道交通 50 2 轨道交通 30 3 现状 6 4 可持续发展 6 5 问题 5 6 城市轨道 4 7 城市发展 3 8 发展 3 9 高职院校 2 10 轨道交通建设 2 2012 1 城市轨道交通 33 2 轨道交通 18 3 可持续发展 8 4 轻轨 3 5 综合监控 3 6 高速铁路 2 7 软硬件框架 2 8 轨道交通建设 2 9 规划 2 10 自动化调度模式 2 2011 1 城市轨道交通 32 2 轨道交通 16 3 轨道交通建设 8 4 城市轨道交通建设 6 5 轨道 3 6 地铁 3 7 集团有限公司 2 8 轨道车辆 2 9 轨道交通车站 2 10 绿色交通 2 2010 1 城市轨道交通 17 2 轨道交通 6 3 重庆市 3 4 机电 3 5 城市轨道交通建设 3 6 重庆 2 7 轨道交通规划 2 8 轨道交通建设 2 9 谅解备忘录 2 10 规划环评 2 2009 1 城市轨道交通 29 2 轨道交通 14 3 可持续发展 8 4 综述 3 5 发展 3 6 轨道交通规划 2 7 规划 2 8 经济发展 2 9 科学发展观 2 10 改革开放 2 2008 1 城市轨道交通 25 2 轨道交通 5 3 可持续发展 5 4 轨道交通建设 4 5 都市 2 6 轻轨 2 7 轨道交通行业 2 8 研讨会 2 9 盈利模式 2 10 投融资 2 2007 1 城市轨道交通 16 2 轨道交通 5 3 城市轨道交通建设 4 4 科学发展观 3 5 建设部 3 6 城市轨道 3 7 城市轨道交通项目 2 8 地铁 2 9 发展 2 10 交通发展 2 2006 1 城市轨道交通 17 2 轨道交通 3 3 地铁 3 4 发展 3 5 轨道交通规划 2 6 城市发展 2 7 城市交通 2 8 土地利用 2 9 高速列车 1 10 高质量 1 2005 1 城市轨道交通 13 2 轨道交通 6 3 城市发展 3 4 可持续发展 2 5 中国 2 6 高标准 1 7 铁路枢纽 1 8 重庆 1 9 都市 1 10 运输体系 1 3.1. 8 最近 相关 中文期刊论文 3.1. 9 被引较多的相关期刊论文 PKU ISTIC ISTIC ISTIC PKU ISTIC CSSCI CSCD ISTIC PKU ISTIC ISTIC ISTIC ISTIC PKU ISTIC CSSCI ISTIC ISTIC ISTIC PKU CSSCI 3.2 学位论文 3.2.1 近十年学位论文年代分布列表 图表 9 近十年学位论文年代分布列表 年代 文献量 累积量 增长率 2004 3 3 0% 2005 2 5 67% 2006 6 11 120% 2007 1 12 9% 2008 7 19 58% 2009 2 21 11% 2010 6 27 29% 2011 4 31 15% 2012 9 40 29% 2013 1 41 2% 3.2.2 学位论文增长趋势 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 图表 10 近十年学位论文增长趋势曲线图 3.2.3 硕博学位论文数量对比 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 图表 11 硕博学位论文数量对比饼状图 3.2.4 发文较多的机构 图表 12 发表学位论文较多的机构名称和数量 序号 机构名称 数量 1 北京交通大学 8 2 同济大学交通运输工程学院 3 3 华东师范大学 3 4 长安大学 2 5 西南交通大学 2 6 清华大学 2 7 宁波大学 2 8 天津大学 2 9 哈尔滨工业大学 2 10 首都经济贸易大学 1 11 长沙理工大学 1 12 长沙交通学院 1 13 西安建筑科技大学 1 14 西安冶金建筑学院 1 15 湖南大学 1 16 河海大学 1 17 对外经济贸易大学 1 18 天津师范大学 1 19 吉林大学 1 20 合肥工业大学 1 3.2.5 发文较多的人物 图表 13 发表学位论文较多的人物名称和数量 序号 人物名称 数量 1 高宏伟 2 2 陈宽民 2 3 胡列格 2 4 王要武 2 5 林逢春 2 6 黄志明 1 7 魏清泉 1 8 陈艳艳 1 9 陈新发 1 10 邹珊刚 1 11 邵春福 1 12 运迎霞 1 13 赵红 1 14 赵淑芝 1 15 赵改书 1 16 谌汉初 1 17 许学强 1 18 袁镔 1 19 荣朝和 1 20 罗霞 1 3.2. 6 最近相关学位论文 3.3 中文会议论文 3.3.1 近十年中文会议论文年代分布列表 图表 14 近十年中文会议论文年代分布列表 年代 文献量 累积量 增长率 2005 8 8 0% 2006 8 16 100% 2007 3 19 19% 2008 4 23 21% 2009 9 32 39% 2010 4 36 12% 2011 6 42 17% 2012 6 48 14% 2013 8 56 17% 2014 2 58 4% 3.3.2 中文会议论文增长趋势 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 图表 15 近十年中文会议论文增长趋势曲线图 3.3.3 中文会议论文主办单位分布 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 图表 16 中文会议论文主办单位分布图 3.3.4 发文较多的机构 图表 17 发表中文会议论文较多的机构名称和数量 序号 机构名称 数量 1 北京城建设计研究总院 3 2 铁道科学研究院 2 3 铁道学院城市轨道交通研究所 2 4 铁道大学 2 5 重庆市规划设计研究院城乡发展战略研究所 2 6 广州市城市规划编制研究中心 2 7 天津铁路分局 2 8 北京城建设计研究总院有限责任公司 2 9 北京交通大学 2 10 东南大学建筑学院 2 11 院城市交通地下铁道设计分院 1 12 院地铁分院 1 13 长春轨道客车股份有限公司 1 14 长安大学汽车学院 1 15 铁道部科学研究院远通城市轨道交通中心 1 16 铁道第四勘察设计院城市轨道交通院 1 17 铁科院咨询公司 1 18 铁科院 1 19 部科技发展促进中心 1 20 环境保护部环境工程评估中心 1 3.3.5 发文较多的人物 图表 18 发表中文会议论文较多的人物名称和数量 序号 人物名称 数量 1 孙宁 3 2 冯爱军 3 3 黄钟 2 4 黄浩云 2 5 黄俊卿 2 6 钱璞 2 7 金辰虎 2 8 赵春刚 2 9 苗彦英 2 10 聂雄辉 2 11 王峰 2 12 戎卿文 2 13 徐瑞华 2 14 彭冲 2 15 张一凡 2 16 吴子培 2 17 龚文平 1 18 魏晓东 1 19 高德辉 1 20 高宏伟 1 3.3. 6 最近相关中文会议论文 3.4 外文期刊论文 3.4.1 近十年外文期刊论文年代分布列表 图表 19 近十年外文期刊论文年代分布列表 年代 文献量 累积量 增长率 2005 11172 11172 0% 2006 10581 21753 95% 2007 8594 30347 40% 2008 9483 39830 31% 2009 9923 49753 25% 2010 9006 58759 18% 2011 9633 68392 16% 2012 9371 77763 14% 2013 7942 85705 10% 2014 4431 90136 5% 3.4.2 外文期刊论文增长 趋势 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 图表 20 近十年外文期刊论文增长趋势曲线 3.4. 3 国内机构外文核心刊发文 序号 机构名称 SCI EI Medline SSCI 1 北京大学 23 10 16 10 2 清华大学 17 36 3 3 3 浙江大学 16 24 13 1 4 中国地质大学 16 23 5 5 中山大学 8 13 14 4 6 北京师范大学 15 10 5 7 7 南京大学 17 9 8 1 8 中国疾病预防控制中心 5 1 24 5 9 同济大学 3 25 2 4 10 哈尔滨工业大学 1 28 1 1 11 吉林大学 6 17 4 1 12 四川大学 8 3 11 2 13 华中科技大学 8 5 9 2 14 上海交通大学 9 7 4 3 15 重庆大学 10 9 1 2 16 武汉大学 9 7 6 17 山东大学 9 4 5 3 18 西安交通大学 5 8 8 19 河海大学 5 12 3 20 中国科学院生态环境研究中心 3 9 4 7 3.4. 4 最近相关外文期刊论文 2.5 and PM₁₀ at a residential site in the mega-city, Nanjing, in the western Yangtze River Delta, China]]> 3.5 外文会议论文 3.5.1 近十年外文会议论文年代分布列表 图表 2 1 近十年外文会议论文年代分布列表 年代 文献量 累积量 增长率 2005 536 536 0% 2006 599 1135 112% 2007 708 1843 62% 2008 714 2557 39% 2009 1829 4386 72% 2010 1010 5396 23% 2011 906 6302 17% 2012 440 6742 7% 2013 150 6892 2% 2014 29 6921 0% 3.5.2 外文会议论文增长趋势 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 图表 2 2 近十年外文会议论文增长趋势曲线图 3.5. 3 最近相关外文会议论文 2SC: Data-driven smarter cities]]> 四、主题相关专利 、 科技成果 及基金 产出状况 4.1 专利 4.1.1 近十年专利情况 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 图表 2 3 近十年专利情况分布图 4.1.2 专利类型分布 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 图表 2 4 专利类型分布饼状图 4.1.3 获得专利较多的机构 图表 25 获得专利较多的机构名称和数量 序号 机构名称 数量 1 杭州中纺进出口有限公司 2 2 龚立风 1 3 胡安·塞巴斯蒂·帕斯特 1 4 罗恩特法国公司 1 5 理查茨有限责任公司 1 6 浙江凯驰电动科技有限公司 1 7 浙江亿春科技股份有限公司 1 8 吐鲁番市迈德果业有限责任公司 1 9 上海逸格国际贸易有限公司 1 4.1.4 专利较多的人物 图表 26 获得专利较多的人物名称和数量 序号 人物名称 数量 1 刘志辉 2 2 龚立风 1 3 高永好 1 4 马克·萨拉尼亚克 1 5 陈向阳 1 6 陈军 1 7 胡安·塞巴斯蒂·帕斯特 1 8 斯蒂芬·理查茨 1 9 张长义 1 10 尹海洋 1 11 周国华 1 4.1.5 最新专利 4.1.6 失效专利 ( 受数据更新周期影响，以官方正式公布专利信息为准 ) 4.2 科技成果 4.2.1 近十年科技成果情况 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 图表 27 近十年科技成果情况曲线图 4.2.2 科技成果地区分布 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 图表 28 科技成果地区分布图 4.2.3 获得科技成果较多的机构 图表 29 获得科技成果较多的机构名称和数量 序号 机构名称 数量 1 建设部科技发展促进中心 1 2 天津市城市规划设计研究院 1 3 天津市地下铁路管理处 1 4 华东师范大学 1 5 上海市城市规划设计研究院 1 4.2.4 获得科技成果较多的人物 图表 3 0 获得科技成果较多的人物名称和数量 序号 人物名称 数量 1 邹哲 1 2 邵瑛 1 3 许庚陶 1 4 袁文凯 1 5 范小勇 1 6 沉锐 1 7 李科 1 8 李彤 1 9 李巧茹 1 10 曹伯虎 1 11 徐道钫 1 12 周艺怡 1 13 何枫鸣 1 4.2.5 最新科技成果 4.3 基金 4.3.1 近十年基金情况 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 图表 3 1 近十年基金情况统计图 4.3.2 基金 类型分布 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 图表 3 2 基金类型分布图 4.3.3 获得基金较多的机构 序号 机构名称 数量 1 同济大学 5 2 北京交通大学 4 3 苏州科技学院 2 4 东南大学 2 5 郑州航空工业管理学院 1 6 苏州市职业大学 1 7 环境保护部环境工程评估中心 1 8 浙江工商大学 1 9 河南省建筑职业技术学院 1 10 武汉理工大学 1 11 武昌工学院 1 12 广州大学 1 13 大连理工大学 1 14 大连交通大学 1 15 华南理工大学 1 16 北京市城市规划设计研究院 1 17 北京城建设计研究总院 1 18 兰州交通大学 1 19 云南交通职业技术学院 1 20 中国城市规划设计研究院 1 4.3.4 获得基金支持较多的人物 序号 人物名称 数量 1 胡青善 2 2 王亚红 2 3 李红昌 2 4 冯爱军 2 5 魏运 1 6 颜月霞 1 7 韩斌 1 8 陈钠 1 9 陈连进 1 10 陈蕾 1 11 陈帆 1 12 陆明 1 13 阮德荣 1 14 阎小培 1 15 闫曦 1 16 门贵斌 1 17 郭雪萌 1 18 辛华 1 19 谭庆琏 1 20 詹存卫 1 4.3.5 获得基金热词逐年推荐 年份 序号 主题词 词频 2014 1 轨道交通 1 2 综合开发 1 3 沿线土地 1 4 框架研究 1 5 城市轨道交通 1 6 城市空间 1 7 土地利用 1 8 公共交通导向发展 1 9 优化 1 2013 1 城市轨道交通 6 2 问题 2 3 轨道交通 2 4 转型升级 1 5 轨道交通产业构成 1 6 装备制造业 1 7 空间格局 1 8 空间布局 1 9 碳排放 1 10 现状 1 2012 1 旅游核心-边缘空间结构 1 2 旅游协同发展 1 3 城市轨道交通 1 4 城市旅游 1 2011 1 城市轨道交通 3 2 轨道交通 2 3 运输组织 1 4 策略 1 5 治理 1 6 模式选择 1 7 模式 1 8 有机更新 1 9 时距 1 10 时空规制 1 2010 1 轨道交通 3 2 城市轨道交通 2 3 高架轨道交通 1 4 问题 1 5 规划环评 1 6 空间规划 1 7 现状 1 8 景观 1 9 政府补贴 1 10 改革开放 1 2009 1 城市轨道交通 3 2 轨道交通 2 3 风险管理 1 4 预评价 1 5 综述 1 6 经济发展 1 7 科学发展 1 8 标准建设 1 9 影响 1 10 安全 1 2008 1 城市轨道交通 3 2 可持续发展 2 3 问题 1 4 调查 1 5 网络效应 1 6 空间结构 1 7 社会公正性 1 8 灰色关联分析 1 9 政策 1 10 措施 1 2005 1 快速轨道交通 1 2 卫星城市交通与发展 1 3 交通规划 1 4 迟辞诲规划 1 4.3. 6 最新获得 基金支持的期刊论文 五、主题相关国家法律法规及标准 5.1 国家法律法规 5.2 中外标准 六、提供主题相关产物及服务的机构 七、主题学科渗透性 iVBORw0KGgoAAAANSUhEUgAAAfQAAAFUCAYAAADSys5kAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEbdSURBVHhe7Z3ZtyU3leb92H8Kq9eqopinYi4oA8aACwooF3Mzz1P1C/VQr/3Qj71WD6vKQDKZ0cYYG4PBOMEYG7qqMQkeM21sPOXNyQWFwaAOnZPKq6MraW+FdPbZUnwPyrz3hkLa2lLEb3+SIuK8q+9+9PYrjz1qkOADjAGMAYwBjAGMgT7HgGX5ebbzTj1mkOADjAGMAYwBjAGMgU7HgGU5gN5p5yEIQxCKMYAxgDGAMeDGAIAOmCMaxxjAGMAYwBgYYAwA6AN0IiJ0ROgYAxgDGAMYAwA6gI7IHGMAYwBjAGNggDEAoA/QiYjMEZljDGAMYAxgDADoADoic4wBjAGMAYyBAcYAgD5AJyIyR2SOMYAxgDGAMQCgA+iIzDEGMAYwBjAGBhgDAPoAnYjIHJE5xgDGAMYAxgCAviOg/6d3frZZREyVRR3P3Qioc6njc28yttxc2XPqnXPOXPvdeVQ7asuXOr/Ud9z83Hzbaueu699Wu1DuMuEOoO8I6PaCa3Wzp8qhjlNAbw1Wzs0mtDm0Ye6NOFaOqyv3P8fmWJ5a34dllrS7JC/Vvjnt4NbPzbeNIGlOuyhf+df2tsrn2IA8y4M6gF4J9JoLtuZc/2KlbojU8dSFH7OvFVg58PPrCn+uaVPoO6os6nhNQETddGOBDScAqbE5FkS48krK5ebNjSm/Xu71UhKYcW1M+SRVF9WvqeNv/eSN5j//49fNh7/402YzeHNt0Xye9Y/1k/WXZjulbVs80Lk3x9YXrq82KCBQg4KCbM1Ni1KIc8vOBRGhb6j2Uf7JBT8cSNS0MVc+t+5UYFMamJT4qdZnTqXmAjfq2vOVbontsf5K+bq0b1uVE2vPf//ObatZu1f9j+9HIfV/fnh0dcyCzE/P+W/XrAKAn9x35tx5YR7q95g9DpqcACNVvrXNtovqv5K2ubKsL6y/OOVT9Y9yfPFAr4VpDkzUDavkeKlC4Cgq6mYWA2lLuKZu9j7QUzdn6lxOwMAFBsdPJX3JAXkqkErZQtk494aVAxgVaORs4kJ3Tru4ZeeCjlJ/zbHTr+O+3/zhHKRv3fvtAQA6eNl6Qni6PrJ/d2XGAOvnC4/H2mvzxMrO5c3ZZqEdO7e0ba4M6ydXn/VfaZ+NmB9AT0y5z7nplgyQVuVTNxIOaLhw5MCVsqc2APIhnGqbXwen/Zw8nL7dJkhiAVoru+cGtSHQS4O98BrgjC+Jfpgzhuec47fFTh3bMv7pilsOgMkqZXvMqt0rf/HgxnELte8f3VudZ4/n/OPgx/GhrcfWaWHrgBvW7ZcTK9vaZs/xgR1CvbZttt3WTky9r/cLAOg7BDrnwqLy+Df6khsqdQOKBRwSAAmBHVOqsXZS7XHlcM7llsUJhHJ+pIKbMDAJFWXOzpo2pHxVCn6ODWFQEOtv6hrgnMMZu36eFnX6Y5kqzwExps5zx6hyKeimzncQtgC2ycE9lZ8KFlwZNp/fxtq2+Sq9xBej5gXQK4Aeu1lzBwrnZkeV5ddPqRvqxjkXHi3akbohx26wKUBSvpIEeujrkkDLt9MP1mL21wCdugHnYESNNW5AkBqT1LgOA5tU0BeDOBf+VLDFDRA445ICJqevOPWUlBPmpc6ljlv7YrMQnPOotvnBB5V39OMAOgF06sKdO0Bqbsacm/sciITlcoKA1kCP1RmCvVXbUgFZbZtyQOeWnYJarOzUGM2NTepG6gcTnPK5kA8DhbCd3Pbl2payhWsjt49iQfCc+4EDXWpzlwNW7bQy1efOdrc5z6+PspFTtl0asL71lwZatC1m75x+GOEcAD0DdKqD51z4oQLLBQzUTYujcLhqKRcktAg+KF/GVFeufXNvpiHEqYAtDCY47Qht8+GYUpNUX3OCuBKf5G7AVCDXGowl44tzzfUGdAs4a7MFXmwc2N3rboOa/d/mt4C168epc2LlcKBrz3P2+Gvmbk09tU7PLTvM16JtsUCh9DodJT+AvkOgpwYR56blK50QSrFyQ5Cl8pRAIQbh1N8oYIVtzv1O5c35lXMu1/+5PogFCrH81I2kxA+lfUfVXdK/XMiXjjtOf8WCJG7gVGN3qb9T44oDQ7tW7J5RD8eWg3xu05q1lVOPBawt398x79rpggr/8Tj/WOycsB9Sm+ck2sYZ773nAdAjQOfCr+TGX3LxzymXUjmcNqVujCUqtlbROhu4KpHTLj8PBxBz/J8Lojg2coO70C+5vmlxc+ICj5uvJAiKBRScvinxCcfuueM/dR4Hcrm+s0C18LYK3T2X7ur6wv+9N7nTnQN0t+s89mKb3DFO2ZygYptta3E9aC8DQFcG9Lk3f46S49wMSwKPlIKbM+g5N82YbVSbQn9KAd3VkwsmOH7i9Cs3COLUx1W7c/NxFHpuDFL9nRqTsesqda1x6uC0n+tvLgxz5bl15Nyja5x6/Kl9l9//3/ompd4phT53arxV27j90XM+AD0BdKpTa8Cbu2HUlpu6cc2BL+fGxslD+ZK6OeZUVGn9KUCWBhS5NoUQ9+vk2BsLBnxlGwP4nP7l9EtoewkEqbb67cyBuEWQmbsuqPFX6idOfj8PB7ScMqlyqONunTwG8hDq4fQ+Vba1n9pYl2sjVT51nOO/EfIA6AHQuUDl5iu9WVA3wfDm5oMoNSBLgZICRqm6mnOB5OAd82WJv0JocP1SW0cMipRvOAAK83DGAlUvNV5LfMEJXGNt8MdfKgCjAirOWEnZV9LGkmslZTO1Kc5Oq8eeT/fL4zyPTUGP8/hX6hE7qmz/OXTf7hZtm6v8S6+FHvID6B7QSyBdkrfkoufeTHI3wpyi4ZYfwo8TLLQa8D6YKCiU1pmCeKt6YgDi/I0TLFFw4wYoti7qBswZs9RY4vo01a6S4C435t1Y5oyrOdc191pJjVVKubq+svksGH2425/t39xUeexNc65eqs+p47lyUueGb4oL1/hbtA2Pre1/VQ5AD4DOBQR1M+MoBM5NvNaeuTdF7k2q1A/c9sRuwrGbdmn9Lj8FRwoQ3L5LAcKHCydY4tgbAj3nG+7Nmwtlrj9i42obQM/Bm2pT6ZjiXiupfqZeLOMUvGtTOCXu/k59oS3X59SHYXzbYx9FSa29+zbH3uXeom2cmYWS+07PeQH0s0CnLuLwBkHlD4HAAetcdZC6oaRs5NbDaSMnT+kFErMvhBXHvznIcADJUal+4JGqjwOQ3Pjg2srNZ+1sBfTSMca5DnKAnOvLVF+GY23ueJ57Xqh6U1PrVulahW4BGALd/p16ZI3qc1cupxybx9rgb8BLrbtzvrZW0zbOUkPp/afn/AD6dHMruRi5MCyFgR8wzBlQJTfzUP1yFGJNnpL2cG7YOXByAJOCSixoo/qbGjvU+TnfuLJzwUyuLynbOP2S8wnHj2EdsXFaMnZr2sQZWyXlh77h+DOVJ/dxlppyRz8XH2fZn263fb14oJdcwKUXR0nZJXkp5VlbFqU6Q3Vc6pfYTZ4CX4s21Si/uW2k2kWVy203Nx9VX6vjc+2hzqOOSwWe4TUw1y5XDvX51Fb9MlI5+HzqJswB9MRb4kYa9GjLwUEPn8AnGscA53lrjXbvyia3/p56B/6u7NplvYtX6Lt0PuoGWDAGMAb8MeBegUptcFv6uLH+sev2tR+sGc2PADpUevJVkaMNdrQH8MQYwBgYeQwA6AA6gI4xgDGAMYAxMMAYANAH6MSRI060DYoKYwBjAGOANwYAdAAdkTnGAMYAxgDGwABjAEAfoBMRvfKiV/gJfsIYwBgYeQwA6AA6InOMAYwBjAGMgQHGAIA+QCeOHHGibVBUGAMYAxgDvDEAoAPoiMwxBjAGMAYwBgYYAwD6AJ2I6JUXvcJP8BPGAMbAyGMAQAfQEZljDGAMYAxgDAwwBgD0ATpx5IgTbYOiwhjAGMAY4I0BAB1AbxKZHzp8xPzPa/51I/3v7/zbgb+FefD7ps/gD/gDY2CMMfCFG25tcm8tCWYAdAB9a4PO3piMOZFN9534tZo8mmyxfuvNnt7s1eZj+K/uXqHNf/b+VwLjFnkBdAB9a4OOA/Sv3/xLEuhSeaTqsSAZsa4R2yTZV/BfHuiUf6jjkn1p6wLQAdetwbVF9Fdahh3QRy99HBR6ZJZCm5poYU+LMrSpZkl74D8o9NJ7bJgfCn3wIOL8T1yyESSEv6cGkJ+Pe05Y1j7QT05Qj6d1VJ0+bo9J5ZGqR7JNknXBf3XjGP4by39Q6IPDtTb64p5vAcxNHKDbPHOgzgH6fSfuJ4EulUeqHgvZEesasU2SfQX/5YFO+Yc6LtmXti4AHUBvPuXeQqFzA4k5Cv1Db3g6CXQp5SJVj6RqlqwL/htLYfbWn9rsBdAB9OZA58CYq+ZLVXpOoVuQu0RNuUtF3lL1SCsFqXZJ1QP/1SlZ+E/GfwA6gN4M6BxI56bb3fmcgCCVh7Mpbq3Q63a3ttq9qm2XbG/29GZvq3HTqhz4r+4+oM1/ADqA3gzoORDnlLY7Fv4/B+wO6H+agJ1KFui54/bYvdOz6hJ5pOqRbJNkXfBfepxz+gH+G8t/ADqAvlWgc1S3RqDbyJsCeos8Lcqwdi61nKW2u1Wfw395oFP+oY636iduOQA6gL4VoHNAHu5kb/nYGhT6wRvViGpsxDZxlHWrPPAfFPqcmVD/HDyHPnAQwQV57LG0ubvj/cHVaspdKvKWqocb4fdmT2/2ausH+A8KHUAfGMg1ncvZkZ5bJ4+dzykzDvST05T5ZvJ3ubufwzzu93unZ9VTx1rmkarH2jxiXSO2SbKv4L+D9wn/uqf8Qx2X7EtbF6bcAedmU+4c+HI2x9UEFfsKPX2hrlVJ/kKWyiNVj23viHWN2CbJvoL/6u4D2vwHoAPozYDuptGpx9e4b4qbA3YO0DVF1ZpskVYTLdreoowe293KZvgPCn3OfRZr6AgcmgYO1HPoOQWuKarWZIukMmxVF/w3lsLsrT+12QuFDtCKgLY2CuSeD4WevsGPqMZGbFMr9c0pB/6DQufeW1P5sMsdQcTWgggO0DVF1ZpsaaWaJcuB/6DQY7NxUuNCqh7uNQWFDrhuDa61kd+c8+2Apja8aVIlmmzhKDpteeC/sRRmb/2pzV4AHUBfHNA1RdWabOGqAE02a7IF/qubLYD/6v0HoAPo3QL90OEjq+cuwwSFHr8xaFMTLexpUYa2WQdJe+C/sWY4AHQAvVugx6bk11Pup7Jprep05NFki/VJb/b0Zq82H8N/dfcBbf4D0AH04YB+9NLHZYF974kHSKBL5ZGqx4JkxLpGbJNkX8F/eaBT/qGOS/alrQtAB9AXB3RNUbUmW7SpR4498N9YCrO3/tRmL4CuGOhzX6VKfVec+8506utn3HI4H2Jx0+ecNud2v+8/tpa+0WmKqjXZIq0mWrS9RRk9truVzfAfFPqcp4nwprjCwIELNv81qzEo+nAPv4RGAXvu5025X00rCQi4g84B/Y/T9FMq2Q+z5I7bY5dP6+wSeaTqkWyTZF3wX3qcc/oB/hvLf1DohaDlgmVOPuod6DlQcuCcU8qxsjn2hPVS5+T8Qs0scHy6D/STE5A3k/+1tfBY+Lvd/SuRR6oe25YR6xqxTZJ9Bf8dvE/41z3lH+q4ZF/augB0ZUDnAM9X4jEFHkLVLzOl/LmqOrSPG0jEgomcXdwZitCeHNDdhbpW6PkLea1ctp9Hqh7blhHrGrFNkn0F/9Vd49r8B6B3CvQcSFNT2TH1TK1d5xR3Du6xwCSm5nOgD5cIahV6CdClIm+peqSVglS7pOqB/+qULPwn4z8AXRnQS6asY1PU1LR1SomXKGKuyqeAX6LuOTC3eaDQ0zcObWqihT0typBUxNrqgv+g0Ln31lQ+fJwlEURQUOVsIssB3Q8WKNimOi9nIxWMcPcAUNPznF3utZvi7O5falNcizwtyrB2LrWcpba7VZ/Df/lNcZR/qOOt+olbDhS6MoVeuoZesg7tT2HnNsE5oHIATQUh3PaEewHmRo3Y5Z6+QY24o3nENnF2p7fKA/9hl/vce607Dwo9o9ApiKbWvKlp8NT0fE61z1XxXBtTa+o1AywHdH+Xu/s5pcKlIm+pergRfm/29Gavtn6A/6DQa+639lwAveGUe2lnUODnKurcpjfuhj1qDX2O+ucodE2qRJMtrVSfZDnw31gKs7f+1GYvptwHmHJPgZGz5k7tcs9N6acUfK7elCovsbV2DV2TKtFkizb1yLEH/htLYfbWn9rsBdCVAb3FlDtXIXNhzZmWz63J+2v31Jp/2P7SGQgodKyhh8so2lSUJns02SI5s9OqLm3+A9AVAb0UXshvDnxYhgN0TVG1Jls4ilhbHvgPCj22D0ZqXEjVw73uAHQAfcivreUeOdMUVWuypZVqkSwH/sMaeuxalxoXUvVwrykAHUAfDugSz49zI2YqgqeOt6pn1HLgPyh0KPT9MQCgA+gDAv309FKYdFpH1TryaLLF+qQ3e3qzV5uP4b+6+4A2/wHoAHq3QD90+MjqVa9homB974kHSaBL5ZGqx/pkxLpGbJNkX8F/eaBT/qGOS/alrQtAB9C7BXpsU6Ad0BTQNUXVmmzRph459sB/YynM3vpTm70AOoC+OKBriqo12SKtJlq0vUUZPba7lc3wHxR67dNSeFMcgoitBRHusbXH/nTapJKNqnPH7TGpPFL1SLZJsi74Lz3OOf0A/43lPyh0wHVrcK2N/OaczwH6r/YeJIEulUeqHntzH7GuEdsk2VfwXx7olH+o45J9aesC0IWAznkv+Tbebc75wArHttgb3kreC0+92pU6zoU7B+iaVIkmWziKTlse+G8shdlbf2qzF0AvADr1WlYKjNRx99nS2PvVOedyoMcFZ+4VrLHAI/Z6WCpA2UZ794F+alLh8WS/tJY65v7+q70HRPJI1WPbNWJdI7ZJsq/gv/R9gtMP2vwHoBcAnaN2fRhzAgAHPW7eWrCnYOzgGnsne2m7OWp+W+3NAd3/fCoF9HXknb/YW+RpUYa1c6nlLLXdrfoc/qu7xrX5D0DfEtCpr5hxwJn7RClHjVPnh8FEqJj933MA5nzkRaq9nCn3tUKvWztrtTambQ2uN3t6s7fVuGlVDvxXdx/Q5j8AXQnQOcp+LsR99e1/+YyaJo8BPve3GPQ5gU0qWJjT3lZAl1obk6pH29p3K3vgP6yhx4JzqXEhVQ/3egHQmUCvmSKeq04pGM4BHqXKU0sAMbVOzQCE53DtrVlWaAV0qchbqp5Wik5bOfDfWAqzt/7UZi+AzgQ6B14pYNUAnQM3Tp7cRrvc5rWY7aHKj80ulKy7c6bsucFAK6BLRd5S9XAj/N7s6c1ebf0A/401wwGgzwS6r2Q5sKHy18wApKbBqSAktMkHdWp2IAVzf1o/tRafmu6n2s7xr8vTCuhSkbdUPdqUdSt74D8o9NiUu9S4kKqHe70A6EJAL4HunKn2GIxLgV6aP7djPrVun4NzyUxDqpwc0P1d7u7nXb9NDgppLIXUW3/2Zi9mOPLXC4A+A+hzptAphU7BlKNSOUDMKWyOsg7zcH3BtY3TzlwejkLXFFVrsoWrAjTZrMkW+K9utgD+q/cfgF4I9BSYcn9PrUNT8OJAkCojXN+m1qtjm+ZK1sNL/UPZw21fyZS7JlWiyRZt6odjD/yHGQ7sct8fAwA6E+icKe3YGjE1xRwDoL+mXAq00vyx9es5NlPLBLngpGV7odDTN/gR1eyIbZJUqvBfnSrW5j8AnQn0UlAiv9nJR1/2gX5menlMPF1+863JY+4cqTxS9dh2jVjXiG2S7Cv4L32f4PSDNv8B6AD6TsC7rYCHA/R1VJ2/kKXySNVj2ztiXSO2SbKv4L+6+4A2/wHoAPpwQKdgrSmq1mQLR5FoywP/jaUwe+tPbfYC6AD64oCuKarWZIukMmxVF/w3lsLsrT+12QugA+jdAv3Q4SPGDuAw/WGaXs4lG1VryaPJFuuT3uzpzV5tPob/6u4V2vwHoAPo3QI9tg5vBzQF63umNXQteTTZYn3Smz292avNx/BfHuiUf6jj0v0NoAPowwH96KWPg0KPzFJoUxMt7GlRhjbVLGkP/AeFXrtB+cpjj5rz7D+1BeH83Twaptnvbpd7ToFriqo12SKtJlq0vUUZPba7lc3wHxR67f0cQN/xrAD3da21HV16fos34+0D/fSk0uPJvl0sdcz9XSqPVD22XSPWNWKbJPsK/kvfJzj9oM1/mHLfMVxLoRe+KpX6Uln4Kldu/jl2zSk79oGXOXWHr35NKXT/Ay0aVDwU0lgKqbf+7M3eVjMTrcrR5j8AvXOgU69cjcFRQqGnXmmbey98W4V+EBQW5v76pPs9BnaptUWpeiTXZSXrgv/GWgPurT+12QugLwzoEjC30C4Bek7Zl6r1kjX0HNClIm+pelopEm3lwH+Y4YgF5FLjQqoe7nUHoA8AdC4QY9PbpR9n4QKWA/RtBBccoNuoOgdzKMw61Qf/wX+7nPVa8vgD0DsHOheKIbhLVDQX4tSnUKn18m1PububDAVzbjTcIjpvUYakvdrqgv+g0KHQ98cAgN450HNr0pz1c875c0DLUeicukuDCUqhW5hrWvfSZIuksmlVF/xXNxsA/43lPwC9c6CX7CznQDYF71Kox3bXpwKMVBtKYW7z54DulLkmVafJFm3qm2MP/AeFDoUOhT7ES21S0+0pcMem3cOp9xzQS6BeknfOTv0U7Cmg+4+tYZf7QRj0pth6s7fVzESrcuA/KPQ5wsk/By+WaTQrkFuTngPU1Lr6HODOqX/OOeFgpKbcOapPMg8UJhQmFOb+GOjtetBmL6bcG8G1NsqZc74/rV2yXu4r9W2sY1OBQaqtbYH+yPTMeTytVUn6uD0mlUeqHsk2SdYF/9WNY/hvLP8B6J0DnbuGnoO4A3ANUDl2uDx+fZzzSoKdfYWevlDv2XuIBLpUHql6LGRHrGvENkn2FfyXBzrlH+q4ZF/augD0joFeArql5OUAXZMq0WSLpLJuVRf8N5bC7K0/tdkLoAPoQ2wQdAELB+iaompNtkiriRZtb1FGj+1uZTP8B4VeK/awKQ5BxNaCCAv0309TT7lko2oteTTZYn3Smz292avNx/Bf3b1Cm/+g0AHXrcG1NvKbcz4H6HdPa+gU0KXySNVj2ztiXSO2SbKv4L880Cn/UMcl+9LWBaAD6N0C/dDhI6sBHCYK1pqiak22aFOPHHvgv7EUZm/9qc1eAB1A7xboMQUPhZ6+wWtTEy3saVGGtIrSZLMmW3rsB23+A9AB9MUBXVNUrckWjiLWlgf+g0KPzchJjQuperjXHYAOoA8H9KOXPs7YlJp61xRVa7IFCqluPRX+g/9i9xzJaxxAB9CHA/rxay/KAl1TVK3JFq4K0GSzJlvgv7rZAviv3n8AuiKg137pjPumN85X1zgfbeGWE3sVbG1bcx9noYAuGTFTdVHHe1R9kjbDf3WqGP4by38AuiKgp96BzgE1573u/qtXOcDO5cnZlPoKHOe98Zy25h5nswOaArr/xbXUtLyU8pOqp0f1w7EZ/qtTdfDfWP4D0JUAPfVpU86HTrgAzSnlWBmc96yHX3yjzsnBmApKOM+lU0C3MPdVif19l+teUEhjKaTe+rM3eyVnfzh1afMfgK4E6D6sagBNfeqUO9XNVcoh0DnA5nwZjlt/WBYF9FD1pYAupVyk6uGo3R7zwH9jKcze+lObvQC6MqBTitcHtq9oYwqf83UzTgCQUt2cKfRUoBLaloJ8Kdg5QLdRtZt23/VOeG0Rfm/29GYvR/VJ5oH/xpohAtAVAr1EoXOmoTnqvwScXJVPAb9E3XPbyQG6H1VDoW/e0LQpDsoe6niPsw6SNsN/Y81wAOiKgJ5SrSWwpaa8w41xlEKnoBwGCyVr6Dmgz20zB+hYQx/nbXJQmGMpzN76U5u9ALoSoOc2hMXgRoHTP56apk/B2G2e49bBVc+54CBcPphb5ibQ/33a8LaZrCJfq5L139cK/WA+P0/suP1bizwtymhlS4/lwH8Hx64/Xin/UMd7HBOSNmvzH4CuBOg5pUypVeq4v7s9t0ZPQZRTD2d6P9bW1MwBZVN+U1z8Zrf52Fo8z917D0dB798sW+RpUYa1aanlLLXdrfoc/ssHRJR/qOOt+olbDoDeOdBL17NL8+cAnVLc3Kl0ag29NICw9lAKXTJ659SlLcLvzZ7e7OWMCck88N9YMxwAesdA50yJc9fAOfCk8nCWDWIzBP4MQkkAEVPvHKBriqo12cJVAZps1mQL/FenduG/ev8B6EqBnoM1dxo6tfaeekQsVW5sPZ4KFGL2tziHarsP9EenqehYumxaQ08dc3+XyiNVj23XiHWN2CbJvoL/4vcI7n1Am/8AdGVAp4CF4yb7MRkO0K2qo4AulUeqHtveEesasU2SfQX/5YFO+Yc6LtmXti4AHUAf7mtr7vOpUOibNyttaqKFPS3KkFTE2uqC/6DQa0XilcceNefZf2oLwvl5tbpE/9gIVYv65kTn2iL83uzpzV7OmJDMA/9BoddyAkDHrMDWgjkO0DWpEk22aFOPHHvgv7EUZm/9qc1eTLkDrluDa23kR51/6PCR1ZpRmB79028mlZ5Od+8dzx6350rlkapHsk2SdcF/dWMd/hvLfwA6gN4t0FOPrVFAX0fV+QtZKo9UPba9I9Y1Ypsk+wr+q7sPaPMfgA6gDwj0unUxrGHCf7F9GCOuN4/YpiVfvwA6gD4c0N0ud/s/nkPfh7O29b4W9rQog7NWP2oe+G+sPQgA+oBAp97oVvs2ttwLaKiXx1DHS2xPTbmfuO5ic/9VF5gU0DWpEk22SCqbVnXBf3WzKfDfWP4D0DsFeupNcqnXqLZ8vWpus1oI5Bygcx+KmfuxFjugKaBrUiWabOlRhcJ/YynM3vpTm70AeqdAz6nsEohSO8lrj5d+DIb6YAtlDwfoviqxX17b5XopFNJYCqm3/uzN3lYzO63K0eY/AH1QoFPvXy95zzsF0dg0em4GIQxGqI/MlNTPAbqLqt1nVHe5zq4twu/Nnt7s1TYLAv+NNcMBoHcM9NjXzVIKlzO9PXeau3Sa3wGaCirmrKdzgG6jaqfModA3b2jaFAdlD3W8lRIbtRz4b6wZIgB9EKD7ME59xpQDSE6eFpviwuCBq+gptX4Q6AefM11DfP13/2f/2XSp50ul6pF8tlmyLvhvrOeoe+tPbfYC6IMAPbamTq2lcz5xmlPfMbhS0+fUGnlNQGHtoYBuAe6/HSsFdKk3aEnVI/n2Nsm64L+x3nTWW39qsxdAXzDQqUfIah9vo+DMWQagFHl4nAN0t3bu/x++OU4q8paqR1I1S9YF/0Ghx976KDUupOrhXlMA+sKAnpqOp5Q4d32ds4bPXUMvhTlHoYfqEQp9EwjaFAdlD3Vccragx7rgv7FmOAD0QYAeW5POKXBqQ1pqOp37DDqnfD+4yE3Vl4A9VOi/m9bJw2Sjavc3C3QqT+y4/Ztfztw8LcpoZUuP5cB/B8e3PxYp/1DHexwTkjZr8x+A3inQc4+lUbvfnRrnrqFzgMqZPi8NOjj1UlPuMdAem762lgKw+7tUHql6bLtGrGvENkn2FfyXD4go/1DHJfvS1gWgdwp07k7z1Do2R0HPASp1jvSmuF2qb45S0Bbh92ZPb/ZyxoRkHvhvrBkOAH0woFNAHf04Z8pdU1StyRZpNdGi7S3K6LHdrWyG/6DQa5lw5bFHzXn2n9qCcL6BD4OA7CDQfztNr2+my26+7cDfdpVHky3WB73Z05u92nwM/x28P/j3Aso/1HHp/oZCh0IfKiiwA9r/fCrW0PcVyIhqbMQ2tVLfnHLgPyj0WmEMhY4gYmtBhAU6teFN07qhJlsk125b1QX/jbUG3Ft/arMXCh1w3RpcayO/OedzgK5JlWiyhaPotOWB/8ZSmL31pzZ7AXQAvVugHzp8ZPWYRpig0OM3eW1qooU9LcpoNVvQYznw31gzHAA6gN4t0GMKHgo9fYPSpiZa2NOiDG2zDpL2wH9jzXAA6AD6cEDf3BSHXe5u1662Hbkt7GlRhvROZE02a7Klx37Q5j8AHUAfDugnrrvY3H/VBavd7uHjaPb3tSrJP64ilUeqHm3tbmUP/Fc3juG/sfwHoC8Y6NTX0OZsSpv7BrrtvcsdCh0KXc97B7SpUG0Kszd7tNkLoHcMdM63x6lvos+BNvcDLdRX1fx3u5d8pS1XP+fFMr4qWX+c5SD0pZSLVD2tFLG2cuC/sRRmb/2pzV4AvXOgl3yznBMA1AI+Bubwq2ox0G8P6Omvrbnvoe/yfe/YZTzWLuPe+rM3e7U9SaDNfwD6woCeCwBaTMGngE59AU5yyt1G1U6ZQ6FvKjxtioOyhzqubUZBmz3w31gzHAD6AEDnwjAENvV7iVoPbQg/0TpXlZcGGZwpdx/iKaBLrY1J1aNt7baVPfDfWO8i760/tdkLoA8A9NRaNQVs6ngJ0EMbqPXx8Hvu25ty37zhWYBjDT0Ngd4UW2/2QqHXKWL4L+8/AH1hQKfW0WMQL1HJuTV0p9pTaj1lW0lgQSl0t24e/o+vra1vFNoUB2UPdbzHNknaDP+NNcMBoC8I6CEY54Kau8s9XDf3VXsI95LNfSW73P/jj781YTo6raG7v1mwU3lix+3f/HLm5mlRRitbeiwH/js4vv2xSPmHOt7jmJC0WZv/APRBgM59/ju2OY2jgEMYp86hFHoK3Nx9AJStoUKPgfaym24jge7nScG6RZ4WZVj7llrOUtvdqs/hv3xARPmHOt6qn7jlAOgLA7q/WY2C4xxFn1o7z02zz6knZftBoP/HBO/NdHRv78DfdpVHky3WB73Z05u92nwM/x28P/j3Aso/1HHp/gbQBwB6auqcUu1c1c0Bf6ysXP25ukuWAkLbOEBfR9X5C1kqj1Q9tr0j1jVimyT7Cv6ruw9o8x+A3inQU1Pn4e5xXxnnwJ86jwNzak099khbOPW+vSl3KHQXvGhTEy3saVGGtIrSZLMmW3rsB23+A9A7BXotaEc9Hwo9rTi0qYkW9rQoQ1IRa6sL/oNCr2XBlcceNefZf2oLwvkGPgwCMgt0//Opsal1TVG1JlugkOrWU+E/+G/X9xsodCj0oYICO6C1rI9z1BgU0lgKqbf+7M1ezjUlmUeb/wB0AH1xQNekijXZAoUJhblrhdnb9aDNXgAdQO8W6IcOHzF2AIcJCj0OJm1qooU9LcqQVHTa6oL/xpohAtAB9G6BHttDwZly1xRVa7IFCh0KHQq97J0V2q5fAB1AXxzQNakSTbZoU48ce+C/sRRmb/2pzV4AHUAfDuj+Lnf7867eAsdRvNoi/N7s6c1ezpiQzAP/1c3KaPMfgA6gDwf0k9e/2Ry/9iJz7xXnrx5hC4GuKarWZAtHEWvLA/9BoceWCaTGhVQ93OsOQF8w0LmvWC39bjr1ytnUe91bvNPdDuiDQP/dBPX9dHTvxMbv/jH3s1QeqXpsu0asa8Q2SfYV/Ld5bwjvBZR/qOOSfWnrAtABdFKhc4Aee3Vs7MtrOWhz8lMvE+IA3UbVse+i+xfzOvLOX+wt8rQow9q51HKW2u5WfQ7/1V3j2vwHoC8E6Ll3pXPetc79XnkK/rG/c22iIO4f5wDdRtXr76CnL2apyFuqHmmlINUuqXrgvzolC//J+A9AXxDQOVDmTJfnpuq5X36bO91PwZ0DdKfQc0CXiryl6mml6LSVA/+NpTB7609t9gLoCwY69XnT2Fq3+556eCyltlNlhF+Bi51PwTv1HHq4hv7bSYn76a6zCt2fdo/lCf+2jTzWFol6bB0j1jVimyT7Cv7bvDeUXuPa/AegLwToMXVOqeTcJ1pDsFPwp+rizB5wAB9T6OFFaqPq8G8W7v7fYnk45ZTmkarH2jViXSO2SbKv4L880Cn/UMcl+9LWBaAvGOgptR37Vjn1N1eWU9pzd6yXgL9GoVNAl4q8peqRVH2SdcF/YynM3vpTm70A+sKAHgI3pcJzijm3Tp5T9X7d3A1xpYDnKvRQkUOhr8GgTXFQ9lDHe2yTpM3wHxQ6Z+YzlwffQ99REEFNoac6jfvYWkzxxx5n49YzZ6DFgf7oBKv9dNfeydXvm2vo8Tz+eeHPrpyaPC3KsPUvtZyltrtVn8N/m9d96TWuzX9Q6DuC6xxY1ZwTe8ab+9w3B+iczW+U/aVqnD/lvnnRrlVJ/kKWyiNVj23viHWN2CbJvoL/6u4D2vwHoC8E6CVr4NT6d4vH1mIwlgK6pqhaky2tVJ9kOfDfWAqzt/7UZi+AvlCgc9Qyd52bs0OdCgJSm+koO8PjnCl3TVG1JlsklWGruuC/sRRmb/2pzV4AfYFAL4VkT/k5QNcUVWuyRVJZt6oL/oNCjy2fSY0LqXq41wuADqCT73LvDejh51PDC15TVK3JllaqWbIc+A8KPQZ0qXEhVQ/3mgLQAfThgN7Tm9e0Pcfamz292Sv5jD6nLvhvrOf4AXQAfXFA1/TsrSZbJJ9/blUX/DfWc9S99ac2ewF0AL1boB86fGT1qsMwQaHHb/IjqrER28RR1q3ywH9Q6LVLqnixDIKIrQURFu5anjHnrHtpW4PrzZ7e7OWMCck88N9YexCg0AHXrcG1NvKbcz4H6Jp2pmqyhbuTVpPNmmyB/+p23MN/9f4D0AH04YAe7nL3f5dUP5y6oJDGUki99Wdv9nKuKck82vwHoBcAPff98Jya5J5HvYq1xZvUqFe0lraD+8Y3ygfUca5aXz2HfsO7jf0m+t73Xmse/NaF5t4rzjd3fel5xoJdmwqAwqxTJfAf/Ifn0PfHwGKBHr4FzX1YJPZ2tBgEU29R8/OmvmwWfsQk9aY1CvBcyLX4GAr1VbbYR1g49qfyzA1eOEDXFFVrskVS2bSqC/7DDAeeQwfQz00zp8DBUYylwPJBHvvgyZxXrXKhzi27tN3c975LtZcC+m/OfpnM/h8m+/U19zer/NzP/lfZ/HP8PLHycnXF6plbBqeeUfO06INRfcNpF/x38D5Qco1r899iFXpu6pmCPAXHOe825ypSbj4uaFvlo6byY0DnBCOl7eUA/WvT19b8izYGbJfHh7w9x/89LCcGZCoPddyWiTzpmy58kwcS5R/qOMbf5r0ivMa1+Q9A/8QlBzaFpVRqyQdEOFPyqfVn6lwOCKk8FCg5bfXzUDbngiTqXKot/nEO0FNRdUyh54DeIjpvUQZHiY2aB/4bS2H21p/a7F0s0EOIhGvfsXXucIo9BiKu4qWAylH5JaCjZhX842HdJcBNKXGp9nKAnoqqY+obCv0gMDSpEk229Khm4b+xZjgWC/TURrcQ5Kl1cu5ac0rpcgHHycfJQwUInDKoPKmgILcJkAqASoIWm5cG+u/NOqr+/YG0hvf67y6P/zf791ieWFlhOak8KVv8/MhzsK+4/vX7sqafRi0HYys9tjh9rs1/APrZKXcOuEsVejglnVK+DnhcFZ2aqufALzf1TZ3PBXpqdoMzRc+Z9cjZyQH61266nQS6y5MDeqocHxxUHuq4LQt50jdd+CYPJMo/1HGMv/i9wl3j2vwHoDPX0HPKvUTt51RsjVrlrHmHgQNnIxsVZIRl5IKe2oCBOh8KvU5tcBSJtjzaFFJv9vRmL8Zf/hoH0Cegp9Z9Y4B1ebnryttUxDUBgA93Dii50+aS7Y3ZPUeh+7vc3c9+5L25C37/gmoRnbcoY8kqCv6DQo8tpUiNC6l6uNf4YoGeU7Sp9fEc+H3QU+vVtXDkAjiVL2x7ibqn6u4B6JpUiSZbtKkfjj3wX92sDPw3lv8WC/QcmErWiv0p5xgY5wCuZFqeAixlXyr4oKbaUzbuur1zFDoi/LazDlw10ULdtChD0l5tdcF/Y81wAOgF73LnwhP5zM4++MIBuiZVoskWjiLWlgf+G0th9taf2uwF0AH0ncF3G4EPDXRdb17Dc8BjPQfcW3/2Zq+2Z/21+Q9AB9CHA3ru86na3pim7U1TvdnTm70Yf3VvtoP/8v4D0AH04YCee4EI1jDr1gzhP/hvl3tOMP7w2NpQwNrGNPVIZdoIlQK6pnUvTbZoWx/n2AP/YQ09dr1LjQupejjXgs0DhQ6F3m3Ac+jwkdUADhMFdE07ezXZok39cOyB/+pmDOC/sfwHoAPo3QI99WIZCuiaompNtnBVgCabNdkC/9XNFsB/9f4D0AH04YCe2xRXcowKDFqomxZlcJTsqHngv7EUZm/9qc1eAB1AHw7op2/6sDl94/vNqR+9x5z84TvNycNvMyeuf5M5cd3FZu97rzXHr73IPHTNK8z9V11g7vvGS8w9l7/YHP3KC8ydX3yuue3zzzS/OPRUY8H/79OaVC7dOX21rTZPizKsDUstZ6ntbtXn8F/dNa7Nf10CnXqTW+7tZ603gKVeE5t7zzr3nFJba8ot8SnXLu478rnlcfLZAS0FdBudU0Cn8lDHbfnIk77pwjd5IFH+oY5j/OWvcW3+6xLo3Hehh/laQSv22tPwK2Mx+KTytLArtCn1bnn/oyyc17tyIJp7ZzznvfY1dYTnSgDd/1iLD/TYR16oCJ463kqJjVoO/DeWwuytP7XZ2wXQOeDhvEe9tWJMlRf7O7cNNXCLQTwXLMx57zrXvprZAm4dqU1x21ToFtoO4jY693/3f/bz5FS8tgi/N3t6s1eb4oX/xprh6ALo/gdGKOWbU4QcFV0CEy4QuQqcmy82nR8LGGJq3PclFWSU+CK1xJCro6b81LltFfofJnin0517p84CfZ1nDfTN/DYPVUbuuD1GlbHkPPANPUYx/uI+ajF2WpTR8vodFug5xT4XnBQMOYFHCnAt4JabgShtc2n+MJAaQ6Hnb5YhwMMpd3uhrhVQuhzqOKeMJeeB//JjlPIPdXzJY4vTdm3+6wrosbXzHDhSU98t4JmzpQSGJXlza9VhoBAGF3OWAWr8lKuvplzqXCmFbuFNReecPFQZLaP3EesasU2SfQ7/jTXDMSTQU0qZA09OnnAqOzXdTMGHUxcnTxhcxJYWcuq9ZhkjF2Skggpumyj/xY5LAN0pcyo6t/moPNRxjkpYch74Dwo9NgMmNS6k6uFe490B3YcXBYYQbFR+aso8Na1MqVFqrdo/XgLXmL0pcLdU6Bw/ujyx4CI2uzEH3rsAuj/NHqqb2BQ8pYCo45Jqrce64L+xFGZv/anN3i6BzgVCCBUOiHz1TanPWMDg4EwBimsLx55YoEG1nao/d5zTxlgeapaAOk751B7ftkKPPZrmK4TNR9qwhr7t/QPaFFJv9vRmL1epSrVLqh5uu7sEekz9cZRtCTAo4OWCippzqSAi1c6cyo/Zw5k1yAGUamMu2EmdW9I/Kdu2DXQfUC2i8xZl9KisW9kM/0Ghx4JGqXEhVQ/3eukK6CnVNxcQFJQoRcitlxNsUHVxj5dMudcAm7InFURQ59UelwR6i+i8RRnc6H3EukZsk2R/wn9j7UHoAuitpnj96WtOmRRc5gA9p6Sp+qjjYZtyird2Sp1jS5inNoCi6mw/5V73Fi7O29m0vWmqN3t6s5czJiTzwH9117g2/3UBdM6NHHnMUB9ZmdufUOjLeuYdCnMshdlbf2qzF0DH19aGCgTsgC75RGour8Qb3LStwfVmT2/2ctdCpdolVY+2dreyR5v/AHQAfTigUyDWFFVrskVy7bZVXfAfFDqeQ98fAwA6gL44oGuKqjXZ0kq1SJYD/2GXO3a5A+hDQWzuenPv5x06fGT13HmYoNDjN/kR1eyIbWo1e8EpB/4ba4YDCh0Kfajgxg7oR6aPoeTSHdMX0LTk0WSL9Ulv9vRmrzYfw3919wpt/gPQAfTFAd2qEgroUnmk6rHtHbGuEdsk2VfwXx7olH+o45J9aesC0AH04YDeapd7b+VQQYo2NdHCnhZlaFPNkvbAf1DotUuvVx571Jxn/6ktCOfLPHte8krWmjfEha+LndO/qyn3n3zcnPnJx8yZmz86pY+YMzd92Jy+6UPm9I8/OKUPmNM3vt+cuvF95tSP3jul95hTN7zbnLzhXebkD985pXeYkz94+5TeZk4efuuU3mJOXv9mc+L6N5oT33/DlP7enLjuYrN33evN3vdeN6XXmr3vvsYc/+6rzfFrLzIPf+dV5uFvv9I8dM0rzIPfutA8cPXLzQNXvdzc/80LzK+vfJm57xsvndJLzL1XnG9+9fW/Nvdc/mJz92UvMse++kJz9CsvMHd9+fnmri89z9z5xeeaOy59jrn9C882t3/+Wea2zz3T3PrZp5tffuZp5heHnmKOfPrJ5uefeqK55ZNPMLdc8vjVo3oU0LWpiRb2tChDWkVpslmTLT32gzb/QaEvSKHPfX/7LoCee1d+DvTLBvpjE9TT6Y6909nj9tze8vRmrzYfw39114w2/wHoCwL63FexzgF6LniY8wEarloH0A/eoPwvwPnAj305bq048jc5TXk02WL91ps9vdmrzcfa/AegA+jk0gcH6CHAfQDP/drbnPftA+ibMLbQdoC2asL/PQS3PaZNcVD2UMe1KWJt9sB/UOhcsZTKhzV0JUEE9YEW14ElH3mZu4be6qM1AHoa6FZNpIDu/q5NcVD2UMe1KTpt9sB/dbNR2vwHha4ErrVR0pzzqa+fuePcT7L6696pKfeYnWE9lF1YQ09tiovfnFJT7uH0uzb1yLEHCnMshdlbf2qzF0AH0LNT7rFp79xUuH+MM1UfBgFzN8M5yEOhlyt0X7VrUxyUPdRxbYpYmz3wHxT6HDHon4MpdyVBBFcJc8AcmzLnnheb2ufaFg5GAL18DT1cZ6c2xWlSJZps4cwoaMsD/401wwGFrgSutVHSnPO50OSAmVpv56ytl9STai+AXqbQwzX13hRbb/ZCodcpYvgv7z8AHUBvsss9BfTUFDoH8HOm3wF0/mNr9uYYAr03xdabvVDodYoY/gPQSWDNUbcjnLNrhT73uXhsikttivvj9IhaOq3V7Fh5RmyT7SOpdknVI9kmybq0+Q8KfSEKPfeil9gz5KX5nZr2d6zHptC5j8rNDZig0PGmuHAPAFT8ssaEpIrXNrYA9IUAfS4gezsPQE/fvEdcbx6xTZLrxPBf3Zq+Nv8B6AD6UEsSAPqy1Jg2hdSbPb3ZK6m+OXVp8x+ADqAPB/TePnvayl7qcTNtaqKFPS3KkFTE2uqC/6DQa2dh8Rw6goitBRE2Qj3z2GPZdPvx02ryaLLF+q03e3qzV5uP4b+6e4U2/0GhA65bg2tt5DfnfA7QrSqhoC+VR6oe294R6xqxTZJ9Bf/lgU75hzou2Ze2LgAdQO8W6IcOH1kN4DBRsNYUVWuyRZt65NgD/42lMHvrT232AugAerdAjyl4KPT0DV6bmmhhT4sypFWUJps12dJjP2jzH4AOoA8H9FabzFDO4wx8UO+DM4/9cVri2U+3Hz+z8Xt43P4ulUeqHsk2SdalzX8AOoA+HNAf+ek/mEd+YtPHV+nMKn3MnLnZpY9OP9v0kXW6yaYPm9Or9KF1+rFNH/TSB8zpG216vzl1Lr3PnPqRTe/10nvMqRtcerc5eYNN7zInf+jSO6efbXrHOv3g7WfTf5n+t+lt5uRhm956Nr1l+n9K17/5XDpx/ZvMKn3/jWfTG6b/bfp7c+I6my5epb3r/u5ser3Z+55NrzubXjv9P6Xv/u2UXmOOr9Kr1+navzmbLpr+v8g8/J1XrdO3X7lKD9l0zStW6UGbvnXhOl19oXng6pev01UvN/dfdYG5/5v76ddXvsy4dN83XmrW6SXm3itcOn/6+Xzzq6//9bl0z+UvNqt02YvM3TZ97a/MMZu++sJVOvqVF6zTl59v7nLpS88zd7r0xeeaO6d0x6XPOZuebW7/gk1/aW7/vE3PMrd9/pnmts/Z9Axz62dtevoq/fIzT5vSU1fpF4eeskpHPv3ks+lJ5uefeuI6ffIJ5habLvmLKT3e/OxfbPpz87N/tunPVgFRCOy1qtuE/K7yaLLF+qA3e7TZC6AD6E2Bzn2dbGrDW+35q+fQAXQA3UJdKdA1qTpNtkgq61Z1afMfgA6gbw3osdfH5j7iwjlG7XwH0KHQe1Ho9sM4LoUKPXfM5rXHW6jDFmX0qKxb2azNfwA6gN4M6KXvaQ/f+556fzwFcf84gA6gawe6VXUWyD7E/d/tz77yC4852LdQhy3KaKV2eyxHm/8AdAC9CdB9mM/9rnmuDC7UAXQAXTvQY6ouBLyfJzwGhY49CKk9GAA6gN4M6E5h+/D1VTgHyrEyOOe5PAA6gK4d6KGqiwHbqfjYMQf0FuqwRRk9KutWNmvzH4AOoDcBemz9O6fUY9PzUOjY5b60Xe4pYEOhp58C0LRurckWG6QA6AB6M6BzgBzLk1Llc9Q6FDoUei8KPQXzUD2mptxbqMMWZbRSuz2Wo81/ADqA3gTo4YY2q9hzu9xj0+icgICafgfQAXR9QP/TtAFuP33tpjvOborb/LvLs97Bfse5c9ZA38wb5gmPu9/9cmJ5qOP2HOSJ95NG3wDoAHoToOdAy322HEDHlPuYU+6bQPDXxzcfT9vPx/n7/iNvaeCsFeT84/Zcqowl59HmGwAdQG8K9NzGuBD6pWvslDq3x6HQodD1KfTN9WBN666abGn1bLhkOdr8B6AD6E2AnlvvpjbAuen52O54DsTxHDpe/drTq181rbtqsgVr6PnXAXP6CkAH0JsAPaa+uS+K4QCfC3YodCh0KPR9MFAKkjouqXZ7rEub/wB0AH0rQOcCuHU+AB1A1wb009PjRH6ySiv8267yaLLF+qA3e7TZC6AD6MMBHZ/8rP/kJ3zYzochrL86fW2NArpUHql6bHtHrEtbmwB0AH04oFM3S01RtSZboJA2lfSuVLNkP2D81fW5Nv8B6AD64oCuKarWZEuPKgr+ywOJ8g91vMcxIWmzNv8B6AB6t0A/dPjI6jG1MJ2enp3NpXVUrSOPJlusT3qzpzd7tfkY/qu7D2jzH4AOoHcL9NiGOjugKVh/dXoLl5Y8mmyxPunNnt7s1eZj+C8PdMo/1HHp/gbQAfTFAV1TVK3JFm3qkWMP/DeWwuytP7XZC6AD6MMBHTu02+3Qhi/hS4yB7Y0BN1PYSukD6AD6cEB/5Kf/1Tzy039Yp5/46ePT7x83Z86lj00/n003T/+v0kcj6SPT36Z0k0sfnn5ep9Pn0oemn6f0Yz99cPo9TB+Y/jalG116//TzOp06l943/TylH/npvdPvfnrP9PvZdMP0/yq9e5VObqR3Tb9P6YcuvXP6OUzvmP52Nv3g7ebkRrLvl/fT28zJw3566/S7S2+Zfj6brp/+v/7NG+nE9W8ym+mN5sT3/eTeeGf/n56nd+m6/WfrT1x3sbFp77q/C9Lrzd73XHrd9LOfXjv9fjZ992/N3rn0munn15jjq/Tq/XTt35jj59JF089e+s6rzMNh+vYrzcNTeshP17zCPOSlB6efH/zWhZvp6gvNA1e/fDNdNf0+pfuvumA/fXP62Uu/vvJl5mB6qbnvG2F6yfS3l5h7r3Dp/Onn/fSrr59v/Hfnr36+/MXmHj9d9iJzz5Tudulrf2XuntIxl776QnPsbDr6lReYMJ17g9+Xn29WP3/peedS+L6AO7/4XGPTHTZd+pzN9IVnm9vPpb+cfp7S52161irdtkrPNLd9zqVnTD8/w9xq02ef7qWnmV9+xk9PnX5/qvnFIZue4qUnmyOfdulJ089PMj//lE1P9NITzM8/+QRzyyr9hbnlEj893vzsX1z68+nnKf2zTX9m/t/ZZAMlB/RWSh9AXyjQqQ+mhB9K4Xw5jSqT+sJa7JvqpS+eWb9YBkDfhzqAfg7mFuoA+jmoA+gW7DqADoW+UBCXAq7mK2hzPp5CBQLcD7TMCQ72P84CoAPoUOhWnUOh61fo9qt5oUL3v7YXU/H2eGxjLxT6QgKD1HvVOco7/GjKXNjGyvE/6pILILiBDBQ6ptw3p9st2DHlvp52x5T7rZ/VNeXuwO0r9BDW7nebJwZ6H+wA+kKAzgVialqc+6GVknpi3z/364l9hY0qH0AH0AF0t5YOha55Dd2BOqbQfUi7fL6Kh0IHuM9tfuMo4ZRyjkHYgTc8JxcEuHJaqP2Dn0/FlDum3DHljil3vZviLJDXm+LMSnWvFbo5kNbgXv/dz+P/3T8PCn1hoE8BNPcJ09x0PbUmnlLZ3DJLgQ+FDoUOhQ6Fbne4a93lbmFsd7r7QL/9+CNZmFto+3kA9IWBO7ejPKXQOX9PKfTUDnUKyKFST/1OTbW74wA6gA6gA+jage6vhbuffaUdAzYUOiCefMacM+Xt5+GuoeeAn5oFCMv2VT0VEISgB9ABdAAdQNcM9PA59HANPbU+jjV0AD370hgKljHocxU6NaWe2vwGhW5fMIMXy+DFMnixzMbLZQZ+scz+Gvr6Nb5x9b7+zkLqmNtEhzX0hUK/VKGHU+r+BrjwcbSSZ99jswBQ6AA6gA6gLwHopyaA23Tb9AVI93Pqf04eAH1hQI+BeC6cUxviKOUfCwBSAUZJWXixDF79un79K179un4NLB5b0/zYmt0U5+Bt1TcFdE4eAH0hQE9BO/XSGM76uV9mbEMdZ909N8XOsRlr6O497niXO97ljne59/Yudyj0hQCYu6sb+czGPgFsisOmOCh0bIrrZVMcFDqAPtTX0VoHJBbo+Nzj9j73CN/CtxgD7caAu//dNj2HTt0LOXkw5Y4AgRxI1EDTdJwzoNdrUZvKPvxdKo9UPbZ9I9Y1Ypsk+wr+q7sPaPMf5/5H3ftKj1957FFznv2n9ETkzw8++McYzoDmRLpSeaTqsWNjxLpGbJNkX8F/+Xsq5R/quGRfuk3B0hwA0DEr0CSYO3T4yArgSPABxgDGAMbAv5r/9e1/a3JvLQkKAHQAfWuDjqPQNeXRZAs3wtdksyZb4L+82h2xr3psUwmsOXkBdAB9p0D/wR33k/W3ykNd8K3q4ZRD2WIvXk45rfK0sEeTLS3918I3HHs4/pOyhWMvN2jitKtFnh59w4F0SR4AHUAngVoyoPy8nAtsbtlzztNkjyZbuDfmOT6fcw58k1bX8A18k7umAHQAHUDfwRjAjRk3ZgQ7bTcW45oyBkDfwc18zoXc4zmcaTTJdmmyR5Mt3OlVqb6Cb9Kgg2/gGyh0QHtrKlzqJo962qoZ+BP+xBgYbwxAoQP2gD3GAMYAxgDGwABjAEAfoBMRaY8XaaNP0acYAxgDpWMAQAfQEZljDGAMYAxgDAwwBgD0ATqxNIpDfkT+GAMYAxgD440BAB1AR2SOMYAxgDGAMTDAGADQB+hERNrjRdroU/QpxgDGQOkYANAB9K1E5ud/4hLjUumgrM3v1x2zQcI2W0esHbm6t2lXzJ5d+Glu+7flm1S58I05d/2GY2cXvnHXEjWOw2tuW+MmZc8ufWNtAtAB9OZAj90AaiFdcn4KpraMbdtGActvh2/LtuwqsSdlW8xvJf2Ru/nVHptjx5w64Zv9AHVX11cqOJe+pvzxU3LdluSdO64BdAAdQN/CGEgpiV3efGLqJXXjkLj5cAMaCVvCoGVX0IoFG7n2L8U3rp1Ue7ljai4ww/6h7Nl2IBi2A0Dfws28drD0fn7JIN9GW8NpL+mLKqVod3ljpqYqqT7LAW5OH5bUR+WdUz8V3OxqDPWiQlMzP9voqxJIl+SdO26oOiR9A6AD4M0VOefmOPfiaXEedQG2qIPyQQzyknZxgCxlTw+zF7n+3Aa05tYnYUsqQC2dTZhznVHtkw6SKXvm9uMc38TOgUIH4JsDvnTQtxrMnOljKdsArfgO5VRgIX1jjsEoNw6lgp1SSO5yPJfaOuc6D2dKwhkM6XFD2QOgA6jNgTrnwml5jtRNhgPwUF1I2dYD0HdxM9TUZ7lZi137hhtAbGs8z23/tuxJBWBz7Wx1v6Pay+3HVvZAoSOg2EpA4UeyrQZrSTm5+rdpWyyC9+2WtkuTPZpscYFeaJOWvoopvVCd+pBLHSu5ZlrVue3rq5WdNb7JzfBIX+N+OwB0AH0rQG9xsaAMvFgDYwBjAGOAPwYAdAAdQMcYwBjAGMAYGGAMAOgDdCIiWH4EC1/BVxgDGAOjjgEAHUBHZI4xgDGAMYAxMMAYANAH6MRRo020C0oKYwBjAGOAPwYAdAAdkTnGAMYAxgDGwABjYAX0bx773SP2ByT4AGMAYwBjAGMAY6DPMWBZ/v8BCmGvblJvm+EAAAAASUVORK5CYII= 图表 3 3 主题学科渗透性 八、主题共现词 图表 3 4 主题共现词词频 序号 主题共现词 词频 1 城市轨道交通 337 2 轨道交通 152 3 可持续发展 63 4 发展 48 5 城市发展 37 6 城市轨道交通建设 28 7 地铁 23 8 交通发展 23 9 城市交通 22 10 轨道交通建设 21 11 城市轨道 19 12 城市 19 13 现状 13 14 公共交通 11 15 中国 11 16 建设 9 17 土地利用 9 18 轻轨 8 19 市郊铁路 7 20 城市规划 7 九、主题研究领域创新实体 9.1 相关专家 ( 排名不分先后 ) 姓名 工作单位 专业领域 院士 9.2 研究领域推荐机构 图表 35 主题研究领域推荐机构 9.3 研究领域推荐人物 图表 36 主题研究领域推荐人 人物名称 科技成果 标准 专利 学位论文 期刊论文 会议论文 周翊民 0 0 0 0 10 1 周艺怡 1 0 0 0 0 0 范小勇 1 0 0 0 0 0 邵瑛 1 0 0 0 0 0 曹伯虎 1 0 0 0 0 0 沉锐 1 0 0 0 0 0 徐道钫 1 0 0 0 0 0 袁文凯 1 0 0 0 0 0 李科 1 0 0 0 0 0 李彤 1 0 0 0 0 0 邹哲 1 0 0 0 0 0 李巧茹 1 0 0 0 0 0 何枫鸣 1 0 0 0 0 0 孙宁 0 0 0 0 2 4 徐瑞华 0 0 0 1 0 2 苗彦英 0 0 0 0 4 2 冯爱军 0 0 0 0 2 3 荣朝和 0 0 0 1 0 1 王要武 0 0 0 2 0 0 黄钟 0 0 0 0 2 2 十、媒体相关报道 10.1 近十年媒体关注度 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 图表 37 近十年媒体关注度曲线图 10. 2 最新媒体报道 附录一 报告研究背景及目的 “重视科学技术，弘扬科技创新”已经成为全民普遍认可的国家发展理念。国家财政对科技投入的增加，通过实施新产物试制鉴定、科技攻关、星火、火炬、自然科学基金、社会科学基金、科技成果推广等一系列科技计划，在面向经济建设主战场、高新技术产业化、基础性研究叁个层次上都取得了显着成绩。 在这样的大环境下，政府部门、高校、科研院所、公司的科技管理部门，以及个人，都需要从科研综合能力、优势领域、人员素质、成果水平、科技创新能力等方面进行权威公正的考量。 为解决科研管理部门进行科研项目监控、科研立项查新、学科领域专家搜索、人员科研状况分析、机构科技创新能力评估等问题，辅助科研管理部门进行科学决策，万方软件重拳出击，推出科技创新能力评估新利器，即万方创新助手系统（简称 STADS ）。 附录 二 报告研究方法及原理 文献计量学是用数学和统计学的方法，定量地分析一切知识载体的交叉科学。它是集数学、统计学、文献学为一体，注重量化的综合性知识体系。其计量对象主要是：文献量 ( 各种出版物，尤以期刊论文和引文居多 ) 、作者数 ( 个人、集体或团体 ) 、词汇数 ( 各种文献标识 , 其中以叙词居多 ) 。文献计量学最本质的特征在于其输出务必是 “ 量 ” 。 人们对文献定量化的研究，可以回溯到 20 世纪初。 1917 年 F.J. 科尔和 N.B. 伊尔斯首先采用定量的方法，研究了 1543 ～ 1860 年所发表的比较解剖学文献，对有关图书和期刊文章进行统计，并按国别加以分类。 1923 年 E.W. 休姆提出 “ 文献统计学 ” 一词，并解释为： “ 通过对书面交流的统计及对其他方面的分析，以观察书面交流的过程，及某个学科的性质和发展方向。 ”1969 年文献学家 A. 普里查德提出用文献计量学代替文献统计学，他把文献统计学的研究对象由期刊扩展到所有的书刊资料。目前，文献计量学已成为情报学和文献学的一个重要学科分支。同时也展现出重要的方法论价值，成为情报学的一个特殊研究方法。在情报学内部的逻辑结构中，文献计量学已渐居核心地位，是与科学传播及基础理论关系密切的学术环节。现在全世界每年发表的文献计量学学术论文约为 400 ～ 500 篇。 文献计量学是以几个经验统计规律为核心的。例如：表征出科技文献作者分布的洛特卡定律 (1926) ；表征文献中词频分布的齐普夫定律 (1948) ；确定某一学科论文在期刊中分布的布拉德福定律 (1934) 等。目前，文献计量学应用十分广泛。微观的应用有确定核心文献，评价出版物，考察文献利用率，实现图书情报部门的科学管理。宏观的应用有设计更经济的情报系统和网络，提高情报处理效率，寻找文献服务中的弊端与缺陷，预测出版方向，发展并完善情报基础理论等。 文献计量学是进行文献定量研究的重要手段，日趋成熟的理论和方法已广泛应用于期刊研究、学科分析、文献质量评价、科学生产率研究等等方面。应用文献计量学方法对特定研究机构发表论文进行分析，通过专业分布体系、学科发展状况、科研成果分布、科学生产率研究，对揭示研究机构科学生产的组织结构、交流活动情况、学术水平及其发展变化规律提供了量化分析的手段和技术。 附录叁 报告相关定义说明 1. 数据源 2. 数据呈现方式 报告中所提供全部数据来源于 STADS 产物后台服务器的实时文献数据库，数据呈现方式主要以图、表和文献标题列表方式展示。在报告生成过程中，系统以海量文献库中与关键词最相关的文献数量为基础，统计关键词作为文献主题出现的次数，形成学术界对某一学术领域关注度的量化表示。同时，针对该主题的相关专利、科技成果情况进行分析，将专利按发明专利、实用新型专利和外观设计专利依次递减的指标进行分解，明确专利成果的转化区域，提高科技指标体系评价创新能力的精度。另外，系统还采用知识聚类算法，从海量文献库中提取与关键词相关的发文较多的机构和人物，通过科学的权重系数比例，提供主题相关推荐机构和推荐人物，以及主题的学科渗透性和词共现分析。 随着后台文献数据库的不断更新，不同时间段的同一主题报告可能会有所差异。 3. 相关定义 —— 报告中的术语解释 核心期刊——指刊载与某一学科（或专业）有关的信息较多且水平较高，能够反映该学科最新成果和前沿动态，受到该专业读者特别关注的期刊。用文献计量学的方法，对某一学科（专业）的所有期刊进行统计分析，从中筛选出该学科（专业）的核心期刊。 影响因子——某期刊前两年发表的论文在评价当年的被引用次数除以该期刊在前两年内发表的论文总数。 H 指数——是指某个科学家在统计年限期间发表的全部科研论文中，至多有 h 篇论文的被引用次数大于 h 次，其他论文的被引用次数均少于 h 次。 主题词——又称叙词，在标引和检索中用以表达文献主题的规范化的词或词组。 共现词——共现是指词汇在文档集中共同出现。以一个词为中心，可以找到一组经常与之搭配出现的词，作为它的共现词汇集，该集合描述了该词的语义上下文和语境。 主题学科渗透——专指主题相关的学科科研产出论文总量情况分析。 创新实体——专指主题相关的科研产出机构和人物。 4. 其他说明 文献年代分布——在相同的时间区域文献量的分布具有差异，能够反映人物、机构或主题研究的发展过程，并划分主题研究的活跃势态。 文献着者分布——统计着者发表专题相关文献的数量并进行对比和分析，可以了解该研究领域的主要着者和核心着者群，并可以进一步通过了解着者的研究进度确立其在相关领域的重要作用和影响力，通过关注其研究方向和重点，从而了解到其在整个学科发展所起到的引领和带头作用，对进一步了解专题研究的现状及其未来发展具有重要的意义。 文献源分布——文献源分布是指专题文献在不同期刊上的分布情况。文献源分布结果符合科技文献的集中——分散规律，即少部分文献集中在少量刊物中，大部分文献分散在大量刊物中。文献计量学方法通常可以从文献源分布发现专题研究主题的分布领域，提示专题文献的核心期刊，为相关文献的搜集整理提供可以借鉴的依据。因此，比较专题研究文献源分布的差异性，按照刊载专题文献数量的多少，将文献源期刊确认为该专题研究的核心期刊和相关期刊。 文献引文量分布——指单位文献引用相关文献的数量。在文献计量分析中，引文量被用来研究科学论文引证关系中文献被利用的深度和广度，也用来揭示科研工作者吸收文献情报能力的大小。 文献地区分布——指文献着者从事研究的地区（省、市、自治区）所拥有的文献量分布。文献的地区分布可以反映国内该专题研究工作的分布情况，依据该分布，可以确定进行该专题研究的中心地区及外围地区。 媒体相关报道——指来源于科协、科委、各大门户网站、报纸等媒体的报道。反映人物、机构、主题等相关的最新情况。 科研合作关系——指科学工作者为了达到生产新的科学知识这一共同目的或实现各自的科研目标而进行的协同互助的科学活动，包括作者间、机构间、国家间的合作，反映论文映了目的研究力量和强度。 共词分析——是对一组词两两统计它们在同一篇文献中出现的次数，以此为基础对这些词进行聚类分析，从而反映出这些词之间的亲疏关系，进而分析这些词所代表的学科和主题的结构变化，词后面的数字表示共现次数。 附录 四 法律声明 本报告为万方创新助手系统生成，由 北京万方软件股份有限公司 享有完整的着作权（包括版式权）。报告中所有的文字、数据、版式、图片、图标、图表、表格、研究模型、创意均受到中华人民共和国法律及相关国际知识产权公约的着作权保护。未经过 北京万方软件股份有限公司 书面许可，任何组织和个人，不得基于任何商业目的使用本报告中的信息（包括报告全部或部分内容）。本报告中部分文字和数据来源于海量文献库，相关权利为原着者所有。未经过原着者、北京万方软件股份有限公司许可，任何组织和个人不得使用本报告中的信息用于任何商业目的。 本报告中人物相关科研产出分析和人物学科产出统计等主要基于特定阶段的海量文献库并采用定性和定量研究的方式，运用专业的情报检索、智能机构名称中英文扩展、作者单位扩展、知识聚类、内容分析等方法，从海量文献库中检索和分析，保证其信度和效度，结合科学的知识评价体系策略，做出相应的判断和推测。本报告发布的数据部分采用自定义评价指标算法方法，其数据结果受到指标系数的影响。由于后台海量数据不断的更新和补充，部分数据只能够反映某一阶段的科研产出分析。本报告只提供给购买万方创新助手系统 ( 含客户端 ) 的客户作为辅助决策支持参考资料， 北京万方软件股份有限公司 对报告的数据准确性和分析、预测结果不承担任何法律责任。 本报告包含的所有内容（包括但不限于文字、数据、版式、图片、图标、图表、表格、研究模型、创意）的着作权属于 北京万方软件股份有限公司 ，受中华人民共和国法律及相关国际知识产权公约的着作权保护。对于本报告所有内容的复制、编辑（意指收集、组合和重新组合）， 北京万方软件股份有限公司 享有排他权且该排他权受法律保护。对本报告上述内容的任何其他使用，包括修改、发布、转发、再版、交易、演示等行为将被严格禁止。 北京万方软件股份有限公司 保留追究侵权者刑事责任和民事责任的权利。 本报告及其任何组成部分不得被再造、复制、抄袭、交易，或为任何未经本公司允许的商业目的所使用。如果正式付费用户将 北京万方软件股份有限公司 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