第一章数字文化产业相关概述
1.1 数字创意产业综述
1.1.1 数字创意产业界定
1.1.2 数字创意产业媒介
1.1.3 数字创意产品内容
1.1.4 数字创意产业管理
1.2 数字文化产业概述
1.2.1 数字文化产业内涵
1.2.2 数字文化产业特点
1.2.3 数字文化产业范畴
第二章2017-2021年中国数字文化产业发展环境分析
2.1 宏观经济环境
2.1.1 宏观经济概况
2.1.2 工业运行情况
2.1.3 固定资产投资
2.1.4 宏观经济展望
2.2 数字经济环境
2.2.1 数字经济概念内涵
2.2.2 数字经济发展现状
2.2.3 数字经济发展特征
2.2.4 数字经济总体规模
2.2.5 数字经济运行机理
2.2.6 数字经济体系架构
2.3 政策环境
2.3.1 政策背景
2.3.2 政策重点
2.3.3 政策亮点
2.3.4 政策动能
2.4 社会环境
2.4.1 文化产业发展状况
2.4.2 网民规模增长快速
2.4.3 互联网+发展背景
2.4.4 数字化发展背景
第三章2017-2021年中国数字创意产业发展状况
3.1 数字创意产业发展特征剖析
3.1.1 典型融合产业
3.1.2 社会资本青睐
3.1.3 竞争聚焦内容
3.1.4 创造市场机会
3.1.5 增值空间广阔
3.2 2017-2021年中国数字创意产业发展分析
3.2.1 世界市场发展分析
3.2.2 中国市场发展现状
3.2.3 市场发展格局解析
3.2.4 发展困境及其建议
3.2.5 产业发展思路分析
3.2.6 市场2022-2028年发展目标
3.3 2017-2021年中国数字创意产业投资热点分析
3.3.1 数字创意总体投资情况
3.3.2 数字创意投资表现分析
3.3.3 数字创意投资主要特征
3.3.4 数字创意投资热点领域
第四章2017-2021年中国数字文化产业发展状况分析
4.1 2017-2021年中国数字文化所属产业市场运行分析
自2010年以来,中国与美国、欧盟、英国、澳大利亚、加拿大、新加坡、日本等合作度更高。从合作数量看,2021年中国与美国 AI研究合作数量18113篇,中国与欧盟 AI研究合作数量18113篇,中国与英国AI研究合作数量4758篇。
2010-2021年中国AI研究国内外合作
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)
资料来源:OECD.AI、智研咨询整理
4.1.1 数字文化产业发展意义
4.1.2 数字文化发展规模分析
4.1.3 移动数字文化产业发展
4.1.4 数字文化领域发展活跃
4.1.5 数字文化进入付费时代
4.2 数字文化产业创新生态体系建设
4.2.1 培育市场主体
4.2.2 推进创新创业
4.2.3 引导产业集聚
4.2.4 参与国际分工
4.2.5 构建标准体系
4.2.6 优化市场环境
4.3 中国数字文化产业发展面临问题
4.3.1 人才体系不匹配
4.3.2 版权保护需加强
4.3.3 监管办法不明确
4.3.4 产业发展有挑战
4.4 中国数字文化产业发展对策建议
4.4.1 制定发展规划
4.4.2 加强战略定位
4.4.3 行业侧重发展
4.4.4 采取保障措施
4.4.5 加大扶持力量
第五章2017-2021年中国数字音乐行业深度透析
5.1 中国数字音乐行业发展综述
5.1.1 业务类型
5.1.2 产品特征
5.1.3 出版模式
5.1.4 传播链分析
5.2 2017-2021年中国数字音乐行业发展新态势
5.2.1 数字音乐进入高速发展期
5.2.2 网络音乐版权正规化发展
5.2.3 数字专辑开拓市场新蓝海
5.2.4 数字音乐的创新发展道路
5.3 2017-2021年中国数字音乐市场运行状况
5.3.1 行业市场规模
5.3.2 企业实力分析
5.3.3 市场竞争格局
5.3.4 投资并购情况
5.4 中国数字音乐行业的盈利模式分析
5.4.1 主要盈利模式
5.4.2 数字专辑模式
5.4.3 市场付费潜力
5.4.4 付费模式案例
5.4.5 收费模式的尝试
5.5 中国数字音乐发展存在问题
5.5.1 音乐创作门槛低
5.5.2 行业存在的瓶颈
5.5.3 行业运营难度大
5.6 中国数字音乐发展解决对策
5.6.1 行业良性发展对策
5.6.2 提高音乐产品质量
5.6.3 加强音乐版权保护
第六章2017-2021年中国数字阅读市场发展分析
6.1 2017-2021年中国数字阅读市场运行状况
6.1.1 市场发展规模
6.1.2 市场运行状况
6.1.3 听书市场规模
6.1.4 终端应用市场
6.1.5 行业用户分析
6.1.6 行业竞争态势
6.1.7 2022-2028年发展趋势
6.2 2017-2021年中国移动阅读行业发展解读
6.2.1 行业发展综述
6.2.2 用户特征分析
6.2.3 市场发展态势
6.2.4 行业竞争优势
6.2.5 产品定位策略
6.2.6 行业盈利模式
6.2.7 2022-2028年发展趋势
6.3 2017-2021年中国电子书阅读器市场分析
6.3.1 市场发展现状
6.3.2 企业市场竞争
6.3.3 产业链条发展
6.3.4 产品迭代状况
6.3.5 行业变化情况
6.3.6 市场发展趋势
第七章2017-2021年中国数字出版行业发展状况分析
7.1 2017-2021年中国数字出版业运行状况分析
7.1.1 行业总体情况
7.1.2 市场发展特点
7.1.3 行业收入规模
7.1.4 行业用户情况
7.1.5 2022-2028年发展趋势
7.2 中国数字阅读行业发展存在问题
7.2.1 用户未养成付费习惯
7.2.2 数字化出版涉及侵权
7.2.3 数字图书标准不统一
7.3 中国数字阅读行业发展策略分析
7.3.1 增强政策引导加大投入
7.3.2 推动数字出版技术发展
7.3.3 树立正确文化发展导向
第八章2017-2021年中国数字教育产业发展解析
8.1 2017-2021年中国教育信息化发展状况
8.1.1 教育信息化发展相关概述
8.1.2 教育信息化发展形势分析
8.1.3 教育信息化整体建设情况
8.1.4 教育信息化发展对策分析
8.1.5 教育信息化重点发展方向
8.1.6 教育信息化2022-2028年发展趋势
8.1.7 教育信息化发展目标定位
8.2 2017-2021年中国数字教育产业发展分析
8.2.1 市场规模分析
8.2.2 产业发展潜力
8.2.3 产业发展问题
8.2.4 问题解决对策
8.2.5 技术发展趋势
8.3 2017-2021年中国数字教育出版发展剖析
8.3.1 行业发展意义
8.3.2 市场竞争分析
8.3.3 发展限制因素
8.3.4 解决对策要点
8.3.5 发展案例解读
第九章2017-2021年中国虚拟现实(VR)产业发展分析
9.1 虚拟现实相关概述
9.1.1 虚拟现实特征
9.1.2 虚拟现实发展历程
9.1.3 虚拟现实产品类型
9.1.4 虚拟现实产业链分析
9.2 2017-2021年中国虚拟现实发展状况分析
9.2.1 行业发展环境
9.2.2 行业盈利模式
9.2.3 企业发展动态
9.2.4 中外发展对比
9.2.5 发展瓶颈分析
9.2.6 发展驱动因素
9.3 2017-2021年中国虚拟现实市场发展分析
9.3.1 行业市场热度
9.3.2 总体市场规模
9.3.3 头戴设备市场
9.3.4 内容市场分析
9.3.5 线下体验馆市场
9.3.6 其他配件市场
9.4 虚拟现实产品运用内容与场景分析
9.4.1 主要场景汇总分析
9.4.2 游戏娱乐场景分类
9.4.3 生活服务场景分类
9.4.4 商业服务场景分类
9.4.5 场景分类发展趋势
9.5 虚拟现实典型企业案例分析
9.5.1 硬件侧企业发展分析
9.5.2 硬件侧典型企业案例
9.5.3 软件侧典型企业案例
9.5.4 企业2022-2028年发展方向
9.6 虚拟现实2022-2028年发展趋势分析
9.6.1 行业硬件设备发展方向
9.6.2 行业软件应用发展方向
第十章中国数字文化产业其他细分市场发展分析
10.1 数字娱乐产业
10.1.1 数字娱乐产业边界
10.1.2 数字娱乐产业特点
10.1.3 数字娱乐产业现状
10.1.4 数字娱乐产业问题
10.1.5 数字娱乐发展对策
10.2 数字电影市场
10.2.1 发展状况
10.2.2 技术系统
10.2.3 3D电影
10.2.4 热点技术剖析
10.2.5 存在的问题
10.2.6 对策建议
10.3 游戏行业
10.3.1 整体市场规模
10.3.2 细分市场现状
10.3.3 海外出口状况
10.3.4 用户规模分析
10.3.5 行业发展态势
10.4 动漫产业
10.4.1 产业发展成果
10.4.2 市场发展现状
10.4.3 优质版权打造
10.4.4 发展瓶颈分析
10.4.5 市场发展道路
10.5 网络文学
10.5.1 市场发展规模
10.5.2 市场发展格局
10.5.3 全产业链发展
10.5.4 内容评价体系
10.5.5 市场发展战略
第十一章中国数字文化产业重点企业运行发展分析
11.1 完美世界
11.1.1 企业发展概况
11.1.2 经营效益分析
11.1.3 业务经营分析
11.1.4 财务状况分析
11.1.5 核心竞争力分析
11.1.6 公司发展战略
11.2 阅文集团
11.2.1 企业发展概况
11.2.2 经营效益分析
11.2.3 业务经营分析
11.2.4 财务状况分析
11.2.5 核心竞争力分析
11.2.6 公司发展战略
11.3 掌阅科技
11.3.1 企业发展概况
11.3.2 经营效益分析
11.3.3 业务经营分析
11.3.4 财务状况分析
11.3.5 核心竞争力分析
11.3.6 公司发展战略
11.4 出版传媒
11.4.1 企业发展概况
11.4.2 经营效益分析
11.4.3 业务经营分析
11.4.4 财务状况分析
11.4.5 核心竞争力分析
11.4.6 公司发展战略
11.5 天舟文化
11.5.1 企业发展概况
11.5.2 经营效益分析
11.5.3 业务经营分析
11.5.4 财务状况分析
11.5.5 核心竞争力分析
11.5.6 公司发展战略
11.6 全通教育
11.6.1 企业发展概况
11.6.2 经营效益分析
11.6.3 业务经营分析
11.6.4 财务状况分析
11.6.5 核心竞争力分析
11.6.6 公司发展战略
第十二章2022-2028年中国数字文化产业发展趋势及前景展望(ZY LZQ)
12.1 数字文化产业2022-2028年重点发展方向
12.1.1 推动动漫产业升级
12.1.2 促进游戏产业发展
12.1.3 丰富网络文化内容
12.1.4 增强数字文化装备实力
12.1.5 发展数字艺术展示产业
12.1.6 超前布局产业前沿领域
12.2 数字文化产业发展趋势分析
12.2.1 数字化转型带动产业升级
12.2.2 国际化发展成为重要趋势
12.2.3 融合创新成产业重要驱动
12.3 数字文化产业发展目标及战略前景
12.3.1 产业发展目标
12.3.2 战略前景规划
12.3.3 2022-2028年发展前景
部分图表目录:
图表 中国城乡互联网普及率
图表 非网民不上网原因
图表 非网民上网促进因素
图表 战略性新兴产业投资金额在总体中的占比
图表 数字创意产业投资额及案例数在总体中的占比
图表 各城市数字创意投资案例占比
图表 数字创意产业投资额变化
图表 总体投资额变化
图表 数字创意产业投资案例数在总体中的比例
图表 数字创意投资案例数
图表 数字创意投资额及占比
图表 数字创意产业各领域企业平均融资对比
图表 数字创意产业投资内部结构变化
图表 数字创意产业融资轮次比较
图表 数字创意产业单笔投资金额比较
图表 数字创意项目投资金额分布
图表 数字创意内容制作投资额
图表 数字创意内容制作投资额分布
图表 数字创意内容制作细分领域平均投资额对比
更多图表见正文......