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The đàn bầu (Vietnamese: [ɗàːn.ɓə̀w]; "gourd zither"; Chữ Nôm: 彈匏), also called độc huyền cầm (獨絃琴, "one-string zither"; the name is only used by the Jing ethnicity in China) is a Vietnamese stringed instrument, in the form of a monochord (one-string) zither.
Đàn bầu - monochord zither: often tuned C3, though tuning varies; Đàn đáy - long-necked three-stringed lute with trapezoidal body: tuned G3 C4; Đàn nguyệt (also called nguyệt cầm, đàn kìm or Quân tử cầm) - moon-shaped two-string lute: no fixed tuning; strings are tuned a 4th, 5th, or 7th (minor), derived from the Chinese yueqin
Ngô Bảo Châu (Vietnamese: [ŋo ɓa᷉ːw cəw], born June 28, 1972) [3] is a Vietnamese-French mathematician at the University of Chicago, best known for proving the fundamental lemma for automorphic forms (proposed by Robert Langlands and Diana Shelstad).
The girl on the far right is playing the đàn tỳ bà. The đàn tỳ bà or đàn tì bà (Vietnamese: [ɗàːn tì ɓàː], Chữ Nôm: 彈琵琶) is a Vietnamese traditional plucked string instrument derived from the Chinese pipa, [1] That first gained popularity in China before spreading throughout East Asia, eventually reaching Vietnam sometime during the Trần dynasty.
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Nguyễn Thái Học, founder and leader of the VNQDD, 1930. Nguyễn Thái Học (Vietnamese pronunciation: [ŋwiən˦ˀ˥ tʰaːj˧˦ hawk͡p̚˧˨ʔ]; chữ Hán: 阮 太 學; 1 December 1902 – 17 June 1930) was a Vietnamese revolutionary and independent activist who was the founding leader of the Việt Nam Quốc Dân Đảng, namely the Vietnamese Nationalist Party.
Tân Bình is situated within the urban core of Ho Chi Minh City. It borders Phú Nhuận and District 3 to the east, Tân Phú to the west, District 10 and District 11 to the south, District 12 and Gò Vấp to the north.