chu trình chính sách công là gì

... 400 Giải pháp đối với hàng hóa công Định giá hàng hóa công không thuần túy  Chính phủ cung cấp miễn phí hàng hóa công thuần túy  Chính phủ có thể tính giá đối với hàng hóa công không thuần túy (có ... ra quyết định:  Kết quả bỏ phiếu: Làm đường > công viên > thư viện > làm đường Hàng hóa công An Bình Minh Làm đường Chọn lựa 1 Chọn lựa 3 Chọn lựa 2 Công viên Chọn lựa 2 Chọn lựa 1 Chọn ... phi hiệu quả Chương trình Giảng dạy Kinh tế Fulbright Năm học 2007 - 2008 Bài giảng 23 Đặng Văn Thanh 12/27/2011 Kinh tế vi mô 2 Hàng hóa cơng cộng là gì? Hàng hóa công là những hàng hóa có...

... giới là một cấu thành quan trọng của công tác quản lý nhà nớc tốt. o Mục tiêu của lồng ghép giới là đảm bảo các thể chế, chính sách, chơng trình và dự án (sau đây gọi chung là chính sách) ... trong chu trình chính sách bởi vì sự quan tâm (hay thiếu quan tâm) đến các vấn đề giới có thể ảnh hởng lớn tới kết quả đầu ra của chính sách. Quan tâm tới các vấn đề giới không phải là việc làm ... giới là một cách thức nhằm đảm bảo rằng việc hoạch định chính sách và ra quyết định có tính đến các nhu cầu và lợi ích khác nhau của nam giới và phụ nữ. Mục đích là làm cho các chính sách...

... 1 Vũ Thành Tự Anh KINH TẾ HỌC VI MÔ DÀNH CHO CHÍNH SÁCH CÔNG LỰA CHỌN TRONG ĐIỀU KIỆN BẤT ĐỊNH 2 VÍ DỤ 1 (ELLSBERG)  300 quả bóng, 100 trắng, ... kì vọng  Công thức tính giá trị kì vọng:  Giá trị kì vọng của một tình huống là bình quân gia quyền giá trị của các kết cục có thể xảy ra, với trọng số (hay quyền số) là xác suất ... này được coi là tương đương  Xác suất chủ quan và khách quan 4 7 Ví dụ 2: Đo lường mức độ mạo hiểm Trò chơi tung đồng xu (tiếp), nhưng khác biệt là:  Vé đặt cược bây giờ là 1.000.000...

... 1 MPP4 12/2011 Luật và chính sách công Tổng quan về pháp luật MPP4 – L2 01/12/2011 MPP4 12/2011 Luật và chính sách công Khái niệm pháp luật  Xem xét từ góc độ hệ thống ... mẫu ứng xử được lặp lại, duy trì lâu dài  Các thiết chế thực thi  Xem xét từ góc độ một dịch vụ công mà nhà nước phải cung cấp (luật pháp và trị an)

... Á. 1 MPP4 12/2011 Luật và chính sách công Tổng quan về Luật hiến pháp MPP4 – L4 08/12/2011 MPP4 12/2011 Luật và chính sách công Nội dung thảo luận  Hiến pháp là gì?  Một số nguyên tắc và ... Quyền và nghĩa vụ cơ bản của công dân  Quy trình sửa đổi HP đơn giản (2/3 đại biểu QH thông qua bằng Nghị quyết). 2 MPP4 12/2011 Luật và chính sách công Hiến pháp là gì?  Các nền dân chủ và ... 12/2011 Luật và chính sách công Hiến pháp Việt Nam  1946  70 điều  1959  112 điều  1980  147 điều  1992 (sửa đổi 2001)  147 điều  HP 1967 VNCH  117 điều MPP4 12/2011 Luật và chính sách công Đặc...

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 1 MPP4 12/2011 Luật và chính sách công Thực thi QSH đối với DNNN MPP4 – L8 22/12/2011 MPP4 12/2011 Luật và chính sách công Quyền tài sản: Phi tập trung hóa QSD đất -Miền ... 12/2011 Luật và chính sách công Quyền tài sản: Thực thi QSH đối với DNNN - Ấn định nguyên tắc căn bản của doanh nghiệp quốc gia hoạt động vì mục đích công cộng, thuộc sở hữu quốc gia - Là đơn ... đặc biệt của nhà nước -DN có phần vốn đầu tư của nhà nước, chuyển thành Công ty TNHH hoặc CTCP -Mô hình tập đoàn công ty mẹ -công ty con 1948 SL 104/SL quy định về hoạt động của doanh...

... Văn Thanh 16 Thay đổi cung (Đường cung dịch chuyển)  Trình độ công nghệ  Giá yếu tố đầu vào  Gía kỳ vọng  Số doanh nghiệp trong ngành  Chính sách thuế và trợ cấp  Điều kiện tự nhieân P S Q P 1 P 2 Q 1 Q 2 S’ Q’ 1 Q’ 2 ... thời gian là do:  Cầu thay đổi (đường cầu dịch chuyển)  Cung thay đổi (đường cung dịch chuyển)  Cả cung và cầu đều thay đổi 27.9.2010 Đặng Văn Thanh 14 Thay đổi cầu (Đường cầu dịch chuyển)  ... giảng 2 Đặng Văn Thanh 12 27.9.2010 Chương trình giảng dạy kinh tế Fulbright 27.9.2010 Đặng Văn Thanh 23 P min Q D Q S Chính sách kiểm soát giá của chính phủ: Giá tối thiểu (giá sàn) Q P S D P 0 Q 0 Dư...

... : X và Y là hai mặt hàng không liên quan  E XY < 0 : X và Y là hai mặt hàng bổ sung  E XY > 0 : X và Y là hai mặt hàng thay thế Quan hệ giữa hai doanh nghiệp là gì? Chương trình giảng ... Chương trình giảng dạy kinh tế Fulbright Kinh tế Vi mô Bài giảng 3 Đặng Văn Thanh 6 27.9.2010 27.9.2010 Đặng Văn Thanh 11 Độ co giãn chéo của cầu  Độ co giãn chéo giữa hai mặt hàng X và Y là phần ... Chương trình giảng dạy kinh tế Fulbright Kinh tế Vi mô Bài giảng 3 Đặng Văn Thanh 3 27.9.2010 27.9.2010 Đặng Văn Thanh 5 Độ co giãn của cầu theo giá  Nhận xét 1) Do mối quan hệ giữa P và Q là nghịch...

... Vi mô Chương trình giảng dạy kinh tế Fulbright Đặng Văn Thanh 15.10.2010 19 x O R y x 1 Sx 2 T A U 1 x / Tác động thay thế D Tổng tác động Do X là hàng cấp thấp, tác động thu nhập là nghịch biến. ... mô Chương trình giảng dạy kinh tế Fulbright Đặng Văn Thanh 15.10.2010 25  Điều này ám chỉ đến lòng khao khát theo mốt, là mong muốn có một hàng hóa do phần lớn những người khác đều có nó.  Đây là ... mô 15.10.2010 Đặng Văn Thanh 14 Chương trình giảng dạy kinh tế Fulbright Đặng Văn Thanh 14 Đặng Văn Thanh 15.10.2010 14 Đặng Văn Thanh 14 15.10.2010 14 Bài giảng 5 Kinh tế Vi mô Chương trình giảng dạy kinh tế...

... cao. – Sự không ổn định và nhất quán của chính sách. – “Tội ác và trừng phạt” 5 Vũ Thành Tự Anh, Đặng Văn Thanh 7.10.20085 Bài giảng 6 Kinh tế Vi mô Chương trình giảng dạy kinh tế Fulbright 7.10.2008 ... tình huống xấu xảy ra. – Điều chính yếu là mức độ biến thiên của thu nhập 7.10.2008 Vũ Thành Tự Anh, Đặng Văn Thanh Đo lường mức độ mạo hiểm: phương sai và độ lệch chu n 2 2 2 2 1 2 3 1 2 3 ( ... mô Chương trình giảng dạy kinh tế Fulbright 7.10.2008 Vũ Thành Tự Anh, Đặng Văn Thanh Đo lường mức độ hấp dẫn: Giá tr kỡ vng ã Cụng thc tớnh giỏ tr kỡ vng: ã Giá trị kỳ vọng của một tình huống là bình...

... mô Bài giảng 12 Đặng Văn Thanh 9 Chương trình Giảng dạy Kinh tế Fulbright 3.12.2010 Doanh nghiệp có nhiều nhà máy trực thuộc  Đối với nhiều công ty, quá trình sản xuất được thực hiện ở hai hay ... MC D 2 MR 2 D 1 MR 1 Đường cầu dịch chuyển làm thay đổi giá nhưng sản lượng vẫn không đổi Q MC $/Q P 2 P 1 Q 1 = Q 2 Kinh tế Vi mô Bài giảng 12 Đặng Văn Thanh 3 Chương trình Giảng dạy Kinh tế Fulbright 3.12.2010 Độc ... Văn Thanh 15 Chương trình Giảng dạy Kinh tế Fulbright 3.12.2010  Sức mạnh độc quyền bán làm cho giá cả cao hơn và lượng sản phẩm ít hơn.  Sức mạnh độc quyền bán thường làm cho người tiêu...