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)
1
KINH TẾ QUỐC TẾ
(International Economics)
Tài liệu tham khảo:
Tiếng Việt:
3. Đỗ Đức Bình, Nguyễn Thường Lạng (chủ biên),
giáo trình KTQT, NXB LĐ-XH, 2002
Tiếng Anh:
Dominick Salvatore, International Economics,
Seventh Edition, John Wiley & Sons, 2001.
Thomas A.Pugel & Peter H.Lindert, International
Economics, eleventh edition, Irwin McGraw-Hill,
2000.