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slide kinh tế môi trường _ bài giảng 12 - các phương pháp đánh giá dựa vào thị trường

Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 9) pptx

Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 9) pptx

... nghĩa là (theo giả sử của chúng ta) PH = wE. (2) KINH T MÔI TRƯNG (Bài giảng 9) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN MÔ HÌNH NGHỀ CÁ XÁC LẬP QUYỀN ... HMSY=(gSMAX)/4 CÂN BẰNG KINH T SINH HỌC (tiếp) TÀI NGUYÊN THIÊN NHIÊN Tài nguyên thiên nhiên (Natural resources Có thể tái tạo (Renewable) Không thể tái tạo (Non-Renewable) Tài nguyên năng ... (Energy flow resources) Tài nguyên có thể cạn kiệt (Exhaustible flow resources) Tài nguyên tái sinh (Biological stock resources) Không tái sinh (Physical stock resources) Tài nguyên thủy sản...
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Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 10) pdf

Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 10) pdf

... gia năm 2011 Source: The World Factbook, UNDP, 2012 KINH T MÔI TRƯNG (Bài giảng 10) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN 9 Giả thiết nơi trú ẩn của ... và chất lượng môi trường. Khi đó các nước đang phát triển có thể sử dụng nhiều nguồn lực hơn để cải thiện chất lượng môi trường. Kinh tế và môi trường (tiếp) 5 Suy thoái môi trường ở các ... 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 2 NỘI DUNG Tăng trưởng kinh tế và phát triển kinh tế Suy thoái môi trường ở các nước đang phát triển Kinh tế và môi trường Giả thuyết nơi trú ẩn của ô nhiễm (Pollution-Haven...
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Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 11) ppt

Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 11) ppt

... IndiaSubregionsParticulates (ug.cu m)Source: ADB & HIID, 1995 KINH T MÔI TRƯNG (Bài giảng 11) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN 26 Ví dụ về thất bại của thị ... ã Khụng tỏi s dng tài nguyên và các sản phẩm phụ mặc dù nó có thể tạo ra lợi ích kinh tế và môi trng ã Tc ot quyn tip cn ca cng ng địa phương mặc dù họ có thể là quản lý tài nguyên hiệu quả ... tt hn. ã S dụng tài nguyên cho một một đích duy nhất khi việc sử dụng cho nhiều mục đích khác nhau sẽ mang li li ớch rũng ln hn. ã B qua đầu tư vào việc bảo vệ các nguồn tài nguyên mặc dù...
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Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 12) docx

Tài liệu KINH TẾ MÔI TRƯỜNG (Bài giảng 12) docx

... chức tại Seoul: “Bền vững Xã hội và Môi trường", tháng 8 năm 2010 26 KINH T MÔI TRƯNG (Bài giảng 12) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN 22 Báo ... vững kinh tế Bền vững về xã hội An toàn về môi trường Chính sách quản lý Chính sách năng lượng Chính sách về dân số Vấn đề môi trường được tích hợp trong các chính sách khác Đánh giá môi ... toàn cầu về quản lý môi trường Các xu hướng phát triển và môi trường Các mục tiêu phát triển thiên niên kỷ Chính sách phát triển bền vững Các chính sách ngành về môi trường - Nước -...
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KINH TẾ MÔI TRƯỜNG (Bài giảng 13) pot

KINH TẾ MÔI TRƯỜNG (Bài giảng 13) pot

... linh hoạt trong thực tế. KINH T MÔI TRƯNG (Bài giảng 13) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN BIỂU ĐỒ MÔI TRƯỜNG (ED) Cỏc mc tiờu v mụi trng ã Nc v ... tích cực về kinh tế Thay đổi tiêu cực về môi trường so với thay đổi tiêu cực về kinh tế Thay đổi môi trường (Tử số) Thay đổi tích cực về môi trường So với Thay đổi tiêu cực về kinh tế ... giãn môi trường (0,1) II I Thay đổi kinh tế (Mẫu số) (1,0) IV (-1,0) III (0,-1) Thay đổi tích cực về môi trường so với Thay đổi tích cực về kinh tế Thay đổi tiêu cực về môi trường...
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KINH TẾ MÔI TRƯỜNG (Bài giảng 2) pot

KINH TẾ MÔI TRƯỜNG (Bài giảng 2) pot

... soát nào, ví dụ: hải sản, công viên, đường công cộng KINH T MÔI TRƯNG (Bài giảng 2) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN Điện thoại: 0914572758; Email: thanhmpa@gmail.com ... PHÍ NGOẠI TÁC VÀ TÀI NGUYÊN TIP CẬN TỰ DO  Một trong các chi phí ngoại tác được các nhà kinh tế môi trường nghiên cứu nhiều là: tài nguyên tiếp cận tự do (open-access resources).  Tài ... Thị trường, hiệu quả kinh tế, hiệu quả xã hội  Thất bại của thị trường  Trò chơi đóng góp tình nguyện cho một hàng hóa công  Trình bày của sinh viên về các vấn đề môi trường quốc tế ...
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KINH TẾ MÔI TRƯỜNG (Bài giảng 3) docx

KINH TẾ MÔI TRƯỜNG (Bài giảng 3) docx

... của sinh viên về các vấn đề môi trường quốc tế KINH T MÔI TRƯNG (Bài giảng 3) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN 6 Thiệt hại do ô nhiễm (tiếp)  ...  Kinh tế học về chất lượng môi trường  Mô hình kiểm soát ô nhiễm đơn giản  Hàm thiệt hại, chi phí, lợi ích giảm ô nhiễm  Trình bày của sinh viên về các vấn đề môi trường quốc tế KINH ... hiện tượng nóng lên toàn cầu). 3 KINH T HỌC VỀ CHẤT LƯỢNG MÔI TRƯNG  Qua các bài học trước chúng ta đã biết: Thị trường cạnh tranh cho hàng hóa môi trường thường không đồng nhất với...
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KINH TẾ MÔI TRƯỜNG (Bài giảng 4) potx

KINH TẾ MÔI TRƯỜNG (Bài giảng 4) potx

... Coase theorem) KINH T MÔI TRƯNG (Bài giảng 4) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN Chap. 11 4 TIÊU CHÍ ĐÁNH GIÁ CHÍNH SÁCH MÔI TRƯNG  Hiệu quả: tạo ... Chap. 11 3 CHÍNH SÁCH MÔI TRƯNG  Chính sách môi trường được thực hiện khi có sự khác nhau giữa mức chất lượng môi trường thực tế và mức mong muốn  Chính sách môi trường là hành động ... môi trường nhất định với chi phí thấp nhất  Công bằng: phân phối chí phí và lợi ích của việc cải thiện chất lượng môi trường trong xã hội một cách công bằng 2 NỘI DUNG  Chính sách môi...
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KINH TẾ MÔI TRƯỜNG (Bài giảng 8) pdf

KINH TẾ MÔI TRƯỜNG (Bài giảng 8) pdf

... thời điểm mức giá hiện tại và tương lai KINH T MÔI TRƯNG (Bài giảng 8) Giảng viên: Nguyễn Viết Thành, Khoa KTPT, ĐH Kinh tế, ĐH QGHN KINH T TÀI NGUYÊN (tiếp)  Sản phẩm và dịch ... Nghiên cứu dòng chu chuyển các chất thải từ hoạt động kinh tế và các tác động của chúng lên môi trường thiên nhiên được gọi là Kinh tế Môi trường” (Environmental Economics). Chính sách ... lại 2 KINH T TÀI NGUYÊN  Tài nguyên thiên nhiên  Các vấn đề quan trọng liên quan đến tài nguyên  Kinh tế tài nguyên  Tài nguyên không tái tạo  Tài nguyên có thể tái tạo KINH T...
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ĐÁNH GIÁ THỰC TRẠNG THỊ TRƯỜNG TÀI CHÍNH VIỆT NAM. CÁC GIẢI PHÁP KIỆN TOÀN HỆ THỐNG VÀ TẠO MÔI TRƯỜNG PHÁT TRIỂN CHO THỊ TRƯỜNG GIAO DỊCH TẬP TRUNG TẠI VIỆT NAM

ĐÁNH GIÁ THỰC TRẠNG THỊ TRƯỜNG TÀI CHÍNH VIỆT NAM. CÁC GIẢI PHÁP KIỆN TOÀN HỆ THỐNG VÀ TẠO MÔI TRƯỜNG PHÁT TRIỂN CHO THỊ TRƯỜNG GIAO DỊCH TẬP TRUNG TẠI VIỆT NAM

... 2&b?c MỤC LỤCĐỀ TÀI “ ĐÁNH GIÁ THỰC TRẠNG THỊ TRƯỜNG TÀI CHÍNH VIỆT NAM. CÁCGIẢI PHÁP KIỆN TOÀN HỆ THỐNG VÀ TẠO MÔI TRƯỜNG PHÁT TRIÊN CHO THỊ TRƯỜNG GIAO DỊCH TẬP TRUNG TẠI VIỆT NAM .Phần 1. ... 2(7A-M3CA==2>M23N2"81(C.^2B6C->7"M23NA-=9FPO).A-S.-B3C2L05;/[B=I86_"2A.(?#"#6C-(&5.%&A#-  `Đánh giá thực trạng thị trường tài chính Việt Nam. Các giải pháp kiện toàn hệ thống tạo môi trường phát triển cho thị trường giao dịch tập trưng tại Việt Nama6(P- 9P.(GVHD: ... TRƯỜNG ĐẠI HỌC KINH TẾ TP. HỒ CHÍ MINHKHOA TÀI CHÍNH DOANH NGHIỆPĐỀ TÀI:“ ĐÁNH GIÁ THỰC TRẠNG THỊ TRƯỜNG TÀI CHÍNH VIỆT NAM. CÁC GIẢI PHÁP KIỆN TOÀN HỆ THỐNG VÀ TẠO MÔITRƯỜNG...
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slide kinh tế môi trường _ bài giảng 6 - các chính sách phi tập trung

slide kinh tế môi trường _ bài giảng 6 - các chính sách phi tập trung

... Kinh tế Môi trường Bài giảng 6 Các chính sỏch phi tp trung â PHNG THANH BèNH2008 A. Gii thiệu cách tiếp cận phi tập trung để nội hóa chi phí B. Luật nghóa ... Hàng hóa xanhĐề cương đề nghò: Phi tập trung nghóa các chính sách cho phép các cá nhân có liên quan trong vấn đề ô nhiễm môi trường tự giải quyết theo các nguyên tắc rõ ràng về thủ tục ... sẽ đạt mức chất lượng môi trường hiệu quả xã hội. A. Giới thiệu cách tiếp cận phi tập trung để nội hóa chi phí Tiếp cận phi tập trung có một số ưu điểm như sau: Các bên liên quan là...
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slide kinh tế môi trường _ bài giảng 10 - tại sao phải đánh giá giá trị môi trường

slide kinh tế môi trường _ bài giảng 10 - tại sao phải đánh giá giá trị môi trường

... Kinh tế Môi trường Bài giảng 10 Tại sao phải ỏnh giỏ giỏ trũ mụi trngâ PHNG THANH BèNH2008 A. Giaỷi thớch giaự trũ kinh teỏ B. Toồng giaự trũ kinh teỏ ẹe cửụng ủe nghũ: Tại sao đánh giá ... nghóa như giá trò tồn tại (existence values)B. Tổng giá trò kinh tế (TEV)Tổng giá trị kinh tế củatài nguyên môi trường (Total economic value)= Giá trị sử dụng(Use value) Giá trị không sử ... hữu(Existence value) Giá trị nhiệm ý(Option value) Giá trị lưu truyền(Bequest value)+B. Tổng giá trị kinh tế (TEV)Tổng giá trò kinh tế của san hô Giá trò sử dụng Giá trò không sử dụng Giá trò sử dụng...
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slide kinh tế môi trường _ bài giảng 11 - tổng quan về các phương pháp đánh giá giá trị môi trường

slide kinh tế môi trường _ bài giảng 11 - tổng quan về các phương pháp đánh giá giá trị môi trường

... Kinh tế Môi trường Bài giảng 11 Tổng quan về cỏc phng phỏp ỏnh giỏ giỏ trũ mụi trngâ PHNG THANH BÌNH2008 A. Tổng quan về các phương pháp đánh giá giá trò môi trường B. Các bước ... ồn -& gt; giá nhàA. Tổng quan về các phương pháp đánh giá giá trò môi trườngCác phương pháp phát biểu sự ưa thích dựa trên thò trường giả đònh: Giá trò kinh tế được thể hiện qua thò trường ... thực hiện một phương pháp đánh giá Đề cương đề nghò:Mục tiêu của các phương pháp đánh giá kinh tế là để xác đònh tổng giá trò kinh tế hay thay đổi trong tổng giá trò kinh tế Mục tiêu:Phân...
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slide kinh tế môi trường _ bài giảng 12 - các phương pháp đánh giá dựa vào thị trường

slide kinh tế môi trường _ bài giảng 12 - các phương pháp đánh giá dựa vào thị trường

... điểm: Đánh giá giá trị dựa vào thị trường đại diệnCá nhân trải nghiệm hàng hóa môi trường cần đánh giá Nhược điểm:Giả định thị trường nhà đất là cạnh tranh hoàn hảoBiến số môi trường ... Kinh tế Môi trường Bài giảng 12 Các phương phỏp ỏnh giỏ da vo thũ trngâ PHM KHNH NAM2008 Đề cương đề nghịA. Các bước đo lường tác độngB. Phương pháp Chi phí bệnh tật C. Phương pháp ... động kinh tế Phương pháp Chi phí cơ hộiTác động sản lượngTác độngsức khỏe Phương pháp Chi phí bệnh tật Phương pháp Thay đổinăng suấtHàm số liều lượng-đáp ứng(Dose-response function)Giá...
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... kiếntrúcsư(nếucầnphảixâydựng)vàcáccơquanliênquancủachínhphủcóthểthểhỗtrợtronglĩnhvựcnày.Các yêu cầu đầu tưSỔ TAY DU LỊCH CỘNG ĐỒNG VIỆT NAM: PHƯƠNG PHÁP TIẾP CẬN DỰA VÀO THỊ TRƯỜNGSỔ TAY DU LỊCH CỘNG ĐỒNG VIỆT NAM: PHƯƠNG PHÁP TIẾP CẬN DỰA VÀO THỊ TRƯỜNGKế hoạch kinh doanhViệc ... CỘNG ĐỒNG VIỆT NAM: PHƯƠNG PHÁP TIẾP CẬN DỰA VÀO THỊ TRƯỜNG11SỔ TAY DU LỊCH CỘNG ĐỒNG VIỆT NAM: PHƯƠNG PHÁP TIẾP CẬN DỰA VÀO THỊ TRƯỜNGBƯỚC 1: XÁC ĐỊNH CƠ HỘIXácđịnhcơ hộiNhucầuth trường Nếu ... cộng đồng để phát triển các sản phẩm du lịch, haycác cộng đồng đang mong muốn thúc đẩy phát triển du lịch địaphươngmình.SỔ TAY DU LỊCH CỘNG ĐỒNG VIỆT NAM: PHƯƠNG PHÁP TIẾP CẬN DỰA VÀO THỊ TRƯỜNG5XUẤT...
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