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Lê Thị Thanh Nhàn (born March 23, 1970) [1] is a Vietnamese mathematician who is a professor of mathematics and vice rector for the College of Science at Thái Nguyên University. [2] Her research concerns commutative algebra and algebraic geometry .
Trúc Lâm was founded in and around the time of Trần Nhân Tông (1258–1308) who was a former king of Vietnam. [4] The first Trúc Lâm Temple was on top of Yên Tử Mountain where Nhan Tong retired to. [5] This was the only school of Thiền that was founded in Vietnam instead of originating from China.
For instance, the first counterexample must be odd because f(2n) = n, smaller than 2n; and it must be 3 mod 4 because f 2 (4n + 1) = 3n + 1, smaller than 4n + 1. For each starting value a which is not a counterexample to the Collatz conjecture, there is a k for which such an inequality holds, so checking the Collatz conjecture for one starting ...
Grain basket of Xo-dang people in Kon Tum province. Except a part of the Kayong group, other Sedang groups all know how to weave. In the past, the people only weaved with jute, wild or garden grown ramie. Currently, the Monom and Xteng groups still maintain that tradition. The Todrah and Halang groups have grown cotton plant for spinning and ...
The splitting field of x 2 + 1 over F 7 is F 49; the polynomial has no roots in F 7, i.e., −1 is not a square there, because 7 is not congruent to 1 modulo 4. [3] The splitting field of x 2 − 1 over F 7 is F 7 since x 2 − 1 = (x + 1)(x − 1) already splits into linear factors. We calculate the splitting field of f(x) = x 3 + x + 1 over F 2.
Hàn Mặc Tử's early poems—praised by Phan Bội Châu—are famous for their purity of diction and form, and show him to be a fluent Classicist with a strong interest in realistic subjects. Subsequently, his poetry showed the influence of French Symbolism , and after he fell sick, became increasingly violent and despondent.
Tản Viên Sơn Thánh was one of the 50 children who followed Lạc Long Quân to the sea, and later returned to the mainland. He sailed from Thần Phù sea gate (Nam Định) along the Red River to Long Biên citadel, but then he criticized this place for being too bustling and left for Phúc Lộc river, then settled in Tản Viên mountain.
Chử Đồng Tử (Chữ Hán: 褚童子) is the name of a famous Vietnamese divine being, one of "The Four Immortals" "Tứ bất tử" in traditional Vietnamese mythology. [1] In legend Chử Đồng Tử appeared on a yellow or golden dragon to Triệu Quang Phục the sixth-century resistance leader.