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The group SO(3) can therefore be identified with the group of these matrices under matrix multiplication. These matrices are known as "special orthogonal matrices", explaining the notation SO(3). The group SO(3) is used to describe the possible rotational symmetries of an object, as well as the possible orientations of an object in space.
Đông Hồ painting depicts Phù Đổng Thiên Vương Statue of little Thánh Gióng at Phù Đổng Six-Way Intersection, Ho Chi Minh City. 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 ...
Nguyễn Thanh Tùng (born 5 July 1994), known professionally as Sơn Tùng M-TP ([s̪əːn˧ tuŋ͡m˨˩ ɛm˧ ti:˧ bi:˧]), is a Vietnamese singer-songwriter and actor.Born and raised in Thái Bình, Thái Bình province, his family discovered his singing ability when he was two years old.
In early 2011, she and other singers participated in the show Tổ Ấm Ngày Xuân by Citizen Committee of Ho Chi Minh City and Bureau of Ho Chi Minh City at Tao Đàn Park. At the show, she gave away 200 presents and 400 lucky money envelopes for orphans and children living in unfortunate condition in Ho Chi Minh City.
Vietnamese gangsters in the 1990s with gang bosses such as Dung Hà (2nd from left), Năm Cam (5th from left), and Hải Bánh (3rd from right).. Xã hội đen, (chữ Nôm: 社會顛, literally means "black societies"), is a Vietnamese term used to describe criminal underworld.
Aviation includes the activities surrounding mechanical flight and the aircraft industry. Aircraft includes fixed-wing and rotary-wing types, morphable wings, wing-less lifting bodies, as well as lighter-than-air aircraft such as hot air balloons and airships.
In proof theory and mathematical logic, sequent calculus is a family of formal systems sharing a certain style of inference and certain formal properties. The first sequent calculi systems, LK and LJ, were introduced in 1934/1935 by Gerhard Gentzen [1] as a tool for studying natural deduction in first-order logic (in classical and intuitionistic versions, respectively).
Then, fa, sol and la would be repeated to also stand for their modern counterparts, resulting in the scale being "fa, sol, la, fa, sol, la, mi, fa". The use of "fa", "sol" and "la" for two positions in the scale is a leftover from the Guidonian system of so-called "mutations" (i.e. changes of hexachord on a note, see Guidonian hand ).