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  2. Phạm Công Trứ - Wikipedia

    en.wikipedia.org/wiki/Phạm_Công_Trứ

    Phạm Công Trứ (chữ Hán: 范公著, c. 1600–1675) was a Lê dynasty Vietnamese scholar-official and historian. [1] He was one of the scholar-historians of the Lê dynasty along with Vũ Quỳnh and Lê Hi ( vi ) to supplement Ngô Sĩ Liên 's Đại Việt sử ký toàn thư .

  3. Cặp đôi hoàn hảo - Wikipedia

    en.wikipedia.org/wiki/Cặp_đôi_hoàn_hảo

    Cặp đôi hoàn hảo (lit. ' The Perfect Couple ') is the Vietnamese version of BBC UK series Just the Two of Us. [1] The first season is set to air on Sunday 4 October at 9:00PM on VTV3. It was first announced that Cẩm Vân, Tuấn Khanh and director Phạm Hoài Nam would serve as permanent judges. [2]

  4. Trưng sisters - Wikipedia

    en.wikipedia.org/wiki/Trưng_sisters

    Paleolithic: Sơn Vi culture: 20,000 BC–12,000 BC: Mesolithic: Hoabinhian: 12,000 BC–10,000 BC: Neolithic: Bắc Sơn culture: 10,000 BC–8,000 BC: Quỳnh Văn ...

  5. Ca trù - Wikipedia

    en.wikipedia.org/wiki/Ca_trù

    Ca trù (Vietnamese: [kaː ʈû], 歌籌, "tally card songs"), also known as hát cô đầu or hát nói, is a Vietnamese genre of musical storytelling performed by a featuring female vocalist, with origins in northern Vietnam. [1]

  6. Abdication of Bảo Đại - Wikipedia

    en.wikipedia.org/wiki/Abdication_of_Bảo_Đại

    Phạm Cao Phong claimed that the more convincing evidence of the Hoàng Đế chi bảo seal not really being the most valuable seal of the Nguyễn dynasty being a psychological blow against the Democratic Republic of Vietnam as Phạm Cao Phong claimed that the most precious seal of the nation was the Đại việt quốc Nguyễn Vĩnh ...

  7. Glossary of category theory - Wikipedia

    en.wikipedia.org/wiki/Glossary_of_category_theory

    This is a glossary of properties and concepts in category theory in mathematics. (see also Outline of category theory.). Notes on foundations: In many expositions (e.g., Vistoli), the set-theoretic issues are ignored; this means, for instance, that one does not distinguish between small and large categories and that one can arbitrarily form a localization of a category. [1]