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Neil Alden Armstrong (August 5, 1930 – August 25, 2012) was an American astronaut and aeronautical engineer who in 1969 became the first person to walk on the Moon. He was also a naval aviator, test pilot, and university professor. Armstrong was born and raised in Wapakoneta, Ohio. He entered Purdue University, studying aeronautical ...
Full list. Walter Bruce Willis (born March 19, 1955) is an American retired actor. He achieved fame with a leading role on the comedy-drama series Moonlighting (1985–1989) and has appeared in over a hundred films, gaining recognition as an action hero for his portrayal of John McClane in the Die Hard franchise (1988–2013).
Wiener schnitzel ( / ˈviːnər ˈʃnɪtsəl / VEE-nər SHNIT-səl; German: Wiener Schnitzel [ˈviːnɐ ˈʃnɪtsl̩] ⓘ, 'Viennese cutlet'), sometimes spelled Wienerschnitzel, is a type of schnitzel made of a thin, breaded, pan-fried veal cutlet served without sauce. It is one of the best known specialities of Viennese cuisine, and one of the ...
Louis Cameron Gossett Jr. (May 27, 1936 – March 29, 2024) was an American actor. He made his stage debut at the age of 17. Shortly thereafter, he successfully auditioned for the Broadway play Take a Giant Step. Gossett continued acting onstage in critically acclaimed plays including A Raisin in the Sun (1959), The Blacks (1961), Tambourines ...
In the mathematically rigorous formulation of quantum mechanics, the state of a quantum mechanical system is a vector belonging to a complex Hilbert space.This vector is postulated to be normalized under the Hilbert space inner product, that is, it obeys , =, and it is well-defined up to a complex number of modulus 1 (the global phase), that is, and represent the same physical system.
Occam's razor. In philosophy, Occam's razor (also spelled Ockham's razor or Ocham's razor; Latin: novacula Occami) is the problem-solving principle that recommends searching for explanations constructed with the smallest possible set of elements. It is also known as the principle of parsimony or the law of parsimony ( Latin: lex parsimoniae ).
