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implicate
▪ I. implicate, ppl. a. and n. (ˈɪmplɪkət) Also 6 implicat, -plycate. [ad. L. implicāt-us, pa. pple. of implicāre; see implicate v.] A. adj. 1. Intertwined, twisted together; also, wrapped up with, entangled or involved in. Now rare.1536 Bellenden Cron. Scot. (1821) I. p. lxii, The history of Scotla... Oxford English Dictionary
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Implicate
Implicate can refer to: Implicature, what is suggested or implied with an utterance, even though it is not literally expressed Implicate order, a concept wikipedia.org
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implicate
implicate/ˈɪmplɪkeɪt; `ɪmplɪˌket/ v[Tn, Tn.pr]~ sb (in sth) show that sb is involved in sth, esp a crime 显示某人牵连於某事(尤指罪行); 涉及 His enemies tried to implicate him (in the murder). 他的仇人竭力想把他牵扯进谋杀案中. He was deeply implicated (ie involved) in the plot. 他与该阴谋牵涉颇深. 牛津英汉双解词典
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'Each day a new discovery': Daim probe set to implicate more ... - CNA
Jan 30, 2024The probe into former finance minister Daim Zainuddin — widely considered to be one of Asia's least-known billionaires — is turning into the Malaysian Anti-Corruption Commission's single ...
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Good And Bad News On Attempts To Implicate DNS Services For Copyright ...
Dec 7, 2023Two years ago Techdirt wrote about an attempt by Sony Music in Germany to implicate Quad9, a free anycast DNS platform (Cloudflare has technical details on what "recursive" means in this ...
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Wholeness and the Implicate Order
Wholeness and the Implicate Order is a book by theoretical physicist David Bohm. It was originally published in 1980 by Routledge, Great Britain. The book is considered a basic reference for Bohm's concepts of undivided wholeness and of implicate and explicate orders, as well as of Bohm's rheomode wikipedia.org
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implicateness
† ˈimplicateness Obs. rare. [f. implicate a. + -ness.] The quality of being implicate; intricacy.1685 H. More Paralip. Prophet. 103 [Arguments] without any implicateness or operosity from Authentic Testimonies. Oxford English Dictionary
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co-implicate
co-ˈimplicate, v. Philos. [co- 1.] trans. To imply or implicate mutually. Hence co-impliˈcation; co-imˈplicative a.1907 W. James Pragmatism iv. 149 The real universe must form an unconditional unit of being, something consolidated, with its parts co-implicated through and through. Ibid. vii. 264 A O... Oxford English Dictionary
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implicans
implicans Logic. (ɪmplɪˈkænz) The pl. form used is implicants. [L., pres. pple. of implicāre (see implicate v.).] In implication (see implication 2 c), the active proposition; the proposition that implies. Cf. also implicate n. 2.1921 W. E. Johnson Logic I. ii. 30 In the implicative function ‘If p t... Oxford English Dictionary
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Subsequence implicate bounded and closed set I've been thinking about that problem for a long time, now it is right time to ask! Problem: > Proof that if $ K \subset \mathbb{R}^{d} $ is such a set that every sequen...
If $K$ was not bounded then for every $n \in \mathbb{N}$ you had an $x_n \in K$ with $\vert x_n \vert > n$. Then the sequence $(x_n)_n$ would be diverging to $\infty$ and thus had no convergent subsequence. If $K$ was not closed then there would be an $x \in \bar{K}\setminus K$ and for every $n \in ...
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facts to implicate another person - Reverso Context
Translations in context of "facts to implicate another person" in English-Chinese from Reverso Context: Article 138. It shall be strictly forbidden to use any method or means to implicate cadres or the people on false charges. Whoever fabricates facts to implicate another person (including a criminal) on false charges shall be given a criminal sanction in the light of the nature, circumstances ...
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What is confluence? I got a worksheet at university last week, and the first task is: A relation $R$ of a set $M$ is confluent, if $ \forall x \in M \forall w_1,w_2 \in M :((xRw_1 \land xRw_2 ) \to \exists z \in M (...
Confluence is a property that a relation on a set may or may not have (as Willie Wong commented, what you wrote is a _definition_ , not a statement about some specific relation where you can check if the property holds or not). Intuitively, as paw88789 comments, a relation is confluent if every time...
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Logic implication with first degree equation and a sentence My sister got a great math test back but had some errors with the logic equivalences. For example: $x - 17 = 2 \iff x = 2 + 17 \iff x = 19$ Now, the teache...
Note that if this is what your sister wrote for the second answer: $$\iff x - 23 = -8 \iff x = -8 + 23 \iff x = 15$$ ...then indeed, the instructor look off points for having used the first "$\iff$" symbol at the start of the string of equivalences, since it is meaningless, and at worse states that ...
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Ax=b with parametric b vector. A=$\begin{pmatrix} 1 & 3 & 1\\\ 0 & 1 & 1\\\ 2 & -2 & -6 \end{pmatrix}$ B=$\begin{pmatrix} 8\\\ k\\\ 8 \end{pmatrix}$ Discuss the solutions of the system S: Ax=B. * * * I have used t...
Use row reduction for the augmented matrix: \begin{align} \begin{bmatrix}1&3&1&8\\\0&1&1&k\\\2&-2&-6&8\end{bmatrix}\rightsquigarrow\begin{bmatrix}1&3&1&8\\\0&1&1&k\\\0&-8&-8&-8\end{bmatrix}\rightsquigarrow \begin{bmatrix}1&3&1&8\\\0&1&1&k\\\0&0&0&(k-1)8\end{bmatrix}\end{align} Thus $\operatorname{ra...
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Existence of solutions of the equation with a limit. Let f be continuous function on [0,1] and $$\lim_{x→0} \frac{f(x + \frac13) + f(x + \frac23)}{x}=1$$ Prove that exist $x_{0}\in[0,1]$ which satisfies equation $f(x_...
Clearly we can see that $$\lim_{x \to 0}f(x + 1/3) + f(x + 2/3) = \lim_{x \to 0}x\cdot\frac{f(x + 1/3) + f(x + 2/3)}{x} = 0 \cdot 1 = 0$$ and by continuity of $f$ we see that this implies $f(1/3) + f(2/3) = 0$. If $f(1/3) = 0$ then we are done. If $f(1/3) \neq 0$ then both $f(1/3)$ and $f(2/3)$ are ...
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