Giải Nobel Vật lý 2023 vinh danh 3 nhà khoa học Mỹ, Đức và Thụy Điển
Theo Nobelprize.org, vào lúc 16h45 ngày 3/10 (giờ Việt Nam), Viện Hàn lâm Khoa học Hoàng gia Thụy Điển công bố giải Nobel Vật lý năm 2023 thuộc về 3 nhà khoa học Pierre Agostini (Mỹ), Ferenc Krausz (Đức) và Anne L'Huillier (Thụy Điển) về "các phương pháp thí nghiệm tạo ra các xung ánh sáng attosecond để nghiên cứu động lực học điện tử trong vật liệu."
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