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Thánh Gióng (chữ Nôm: 聖揀), [1] also known as Phù Đổng Thiên Vương (chữ Hán: 扶董天王, Heavenly Prince of Phù Đổng), Sóc Thiên Vương (chữ Hán: 朔天王), Ông Gióng (翁揀, sir Gióng) [2] [3] and Xung Thiên Thần Vương (冲天神王, Divine Prince of Heaven) is a mythical folk hero of Vietnam's history ...
The Trịnh–Nguyễn Civil War (Vietnamese: Trịnh-Nguyễn phân tranh; chữ Hán: 鄭阮紛爭, lit.Trịnh–Nguyễn contention) was a 17th and 18th-century lengthy civil war waged between the two ruling families in Vietnam, the Trịnh lords of Đàng Ngoài and the Nguyễn lords of Đàng Trong, centered in today's Central Vietnam. [1]
These methods involved closely integrated political and military strategy – what was called dau tranh – literally "to struggle". The NLF, also known as the Viet Cong (VC), was an umbrella of front groups, set up by North Vietnam (Democratic Republic of Vietnam (DRV) to conduct the insurgency in South Vietnam.
Marquis Hoài Văn, better known as Trần Quốc Toản (chữ Hán: 陳 國 瓚), born 1267 (fl. 1267–1285), was a marquis of the Trần dynasty who was well known for his active role in the second war of resistance of Đại Việt against the Mongol invasion.
Doi Phi Pan Nam, Thai: ดอยผีปันน้ำ, is a 1,745 m high mountain of the Luang Prabang Range (ทิวเขาหลวงพระบาง) in Southeast Asia. [2] It is at the east end of the Thai highlands, on the Laos-Thailand border. The Wa River has its source beneath this mountain. [3]
A parable is a succinct, didactic story, in prose or verse, that illustrates one or more instructive lessons or principles.It differs from a fable in that fables employ animals, plants, inanimate objects, or forces of nature as characters, whereas parables have human characters. [1]
The commission's final report ("Rapport concernant la conduite des opérations en Indochine sous la direction du général Navarre") concluded: The fall of Dien Bien Phu, in a strictly military perspective, represented a very serious failure but one that in the immediate, that is to say, spring of 1954, did not upset the balance of forces ...
Fermat's spiral: a>0, one branch = + Fermat's spiral, both branches. A Fermat's spiral or parabolic spiral is a plane curve with the property that the area between any two consecutive full turns around the spiral is invariant.