Artificial intelligent assistant

hunch

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hunch
▪ I. hunch, v. (hʌn(t)ʃ) Also 7 hunsh. [Of obscure origin: but cf. hinch v. If sense 3 belongs to the same word as 1 and 2 (which is doubtful), the sense-development may have been ‘to thrust or shoot out’, ‘to cause to stick out’, and hence ‘to form a projection or protuberance’. It is noteworthy th... Oxford English Dictionary
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Hunch
Hunch may refer to: Hunch (Achime album), 2010 album by Achime Hunch (website), a collective intelligence decision making system Hunch, an intuitive reckoning Hunch, a forward bend in one's body, such as that from a crushed vertebra Hunch, a parody of Derryn Hinch played by Steve Vizard on Australian wikipedia.org
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hunch
hunch/hʌntʃ; hʌntʃ/ nidea based on intuition or instinct and not on evidence 基於直觉的想法 He had a hunch that she was lying. 他凭直觉认为她说的是谎话. play/follow one's hunch, ie act according to one's intuition 凭直觉行事. hunch, v [Tn, Tn.p]~ sth (up) bend forward (part of the body, esp the back and shoulders) into a r... 牛津英汉双解词典
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You Had a Hunch the News System Was Rigged? | Snopes.com
Sources. Farhi, Paul. "Media, Administration Deal with Conflicts." The Washington Post. 12 June 2013. Dan Evon is a former writer for Snopes. A list documenting familial ties between news media ...
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Hunch (website)
Hunch launched its website in June 2009. In November 2011, Hunch was acquired by eBay for US$80 million (equivalent to $ million in ). Hunch started a private preview period in December 2008, with a private beta in March 2009. Hunch launched its website in June 2009. wikipedia.org
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Charles Darwin's hunch about early life was probably right - BBC
Charles Darwin expounded his theory in a few short notes in a letter to a friend in 1871 (Credit: Getty Images) The idea that life began in the ocean held sway for decades, but there was an ...
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Hunch (Achime album)
Hunch is the debut studio album by South Korean indie rock band Achime. The album was released on 3 June 2010. Background Since the 2009 EP Flower of Lie, Achime have worked on their first studio album, describing Hunch and Flower of Lie as "They are albums that wikipedia.org
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hunch-back
hunchback, hunch-back [f. hunch n. + back n.] 1. (ˈhʌnʃˈbæk) A hunched back.1718 F. Hutchinson Witchcraft 248 A Man with a Hunch-back higher than his Head. 1837 Carlyle Fr. Rev. II. iii. iii, One Lautrec, a man with hunchback, or natural deformity. 2. (ˈhʌnʃbæk) = humpback n. 2.1712 tr. Arab. Nts. c... Oxford English Dictionary
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USS Hunch
USS Hunch (SP-1197) was a United States Navy patrol vessel in commission from 1917 to possibly 1918. Hunch was built as a private motorboat of the same name in 1907 by the Charles L. wikipedia.org
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The Hunch
The Hunch is a 1921 American silent comedy film directed by George D. Baker and starring Gareth Hughes, Ethel Grandin and John Steppling. wikipedia.org
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If $p$ divides $a+b$ is it true that $p$ divides $a$ and $b$? My hunch is that this is true. Consider the prime decomposition of $a$ and $b$, then $p$ cannot divide $a+b$ if it does not appear in the decomposition of ...
Your assertion is not correct. You can say that if $p $ divides $a $ then it must divide $b$, because $p$ divides $a+b $ and $a $ so it divides $a+b-a=b $, in a similar way if $p $ divides $b $ then it must divide $a $. Your assertion is wrong as you can take $p=2$ and $a$, $b $ any two odd numbers,...
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The Hunch Backs
The Hunch Backs, or Ngau Ngak Shan (), is the twelfth-highest mountain in Hong Kong. Peaked at , it is at the north of Ma On Shan. Conservation The north and north-east slopes of the Hunch Backs and the east slope of Ma On Shan, covering an area of 118 hectares, was designated as a wikipedia.org
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When $f(0) = 0,$ is it always true that $G(0) = 0,$ where $G$ is the antiderivative of $f$? I have a hunch that it is, but it would be nice if somebody could confirm / disprove it for me. Thank you. **Edit** Is it w...
No. Take $f(x) = xe^{-x^2}$. Clearly, $f(0) = 0$. The integral function of $f(x)$ is: $$G(x) = \int_{-\infty}^{x} te^{-t^2} dt = \left.-\frac{1}{2}e^{-t^2}\right|_{t=-\infty}^{t=x} = -\frac{1}{2}e^{-x^2}$$ In this case, $G(0) = -\frac{1}{2} \neq 0.$
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Geoffrey Hinton Has a Hunch about What's Next for AI
Back in November, the computer scientist and cognitive psychologist Geoffrey Hinton had a hunch. After a half-century's worth of attempts—some wildly successful—he'd arrived at another promising insight into how the brain works and how to replicate its circuitry in a computer. "It's my current best bet about how things fit together," Hinton ...
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Play Your Hunch
In 2001, Play Your Hunch was ranked #43 on TV Guide's "50 Greatest Game Shows of All Time". Play Your Hunch was a Mark Goodson-Bill Todman production. wikipedia.org
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