Nobel Kinh tế 2018 vinh danh hai nhà kinh tế học người Mỹ

22:21 08/10/2018

Chiều 8/10 (theo giờ Việt Nam), hai nhà nhà kinh tế học người Mỹ William D.Nordhaus và Paul M.Romer đã giành giải Nobel Kinh tế năm 2018.

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