![](data:image/png;base64,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)
环境经济学概论
Introduction to
Environmental Economics
1.了解环境经济学的基本概念
2.了解主要研究问题及基本原理
Understand the basic concepts of environmental economics
Understand the main research issues and basic principles
环境资源配置
Environmental resource
allocation
1.了解外部性问题
2.了解环境资源配置问题
3. 环境、资源和经济学
1. Understand external issues
2. Understand the configuration of environmental resources
3. Environment, Resources and Economics
市场失灵与环境退化
Market failure and
environmental degradation
1.市场失灵、环境退化的原因
2.私人物品和公共物品
3.气候变化与跨区域污染
1. The causes of market failure and environmental degradation
2. Private goods and public goods
3. Climate change and cross-regional pollution
生产者行为与环境
Producer behaviour and
environment
1.生产者行为理论
2.生产的外部性
3.从生产到污染
4.企业社会责任
1. Producer behavior theory
2. Externality of production
3. From production to pollution
4. Corporate social responsibility
消费者行为与环境
Consumer behavior and
environment
1.消费者行为理论
2.消费的外部性
3.消费与环境关系
1. Consumer behavior theory
2. Externality of consumption
3. Relationship between consumption and environment
环境价值衡量
Measurement of
environmental value
1.非市场产品的价值
2.环境价值及其测量
1. The value of non-market products
2. Environmental Value and Measurement
全球与区域环境问题
Global and regional
environmental issues
1.全球气候变化问题
2.中国环境问题
3.环境治理
1. Global Climate Change Issues
2. China's environmental issues
3. Environmental governance
再论环境与市场
On Environment and
Market
1.产权和科斯定理;
2.环境问题的市场解决方案
3.排污权交易
1. Property rights and Coase Theorem;