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therein
therein, adv. Now formal, arch., or dial. (ðɛərˈɪn) Forms: see there and in; also 3 þrin. [OE. þǽrin, f. þǽr there 17 + in prep.] 1. In that place or (material) thing.a 1000 Boeth. Metr. xi. 4 Wealdend..heofones & eorðan..& ealra ðara þe ðærin wuniað. a 1300 Cursor M. 15895 (Cott.) A knaun freind he...
Oxford English Dictionary
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Vehey Vaarey Therein
Vehey Vaarey Therein is a 2003 Maldivian romantic film co-produced and directed by Abdul Faththaah.
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en.wikipedia.org
Therein vs Within: When To Use Each One In Writing? - The Content Authority
One common mistake is using "therein" when "within" is the correct word to use. For example, "The answer lies therein the book" should be corrected to "The answer lies within the book.". The word "therein" refers to a place or location, while "within" refers to being inside or within something.
thecontentauthority.com
therein
therein/ˌðeərˈɪn; ðɛr`ɪn/ adv(fml or law 文或律)(a) inthat place 在那里; 在其中 the house and all the possessionstherein 那所房子及其中一切财产.(b) in that respect 在那方面; 在那一点上 Therein lies the crux of the matter. 问题的关键就在那里.
牛津英汉双解词典
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A Part of America Therein, 1981
A Part of America Therein, 1981 is a live album by the Fall, recorded on their 1981 U.S. tour and originally released only in the U.S. in 1982. <ref>"The Fall A Part of America Therein, 1981", The Wire, C.
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The Fear Is Excruciating, but Therein Lies the Answer
The Fear Is Excruciating, but Therein Lies the Answer is the third studio album by post-rock band Red Sparowes, released April 6, 2010.
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use proc info to increase pc's speed Just to filter the answers, I am a completely beginner trying to understand the basics about Linux Filesystem. According to many resources the `proc` directory in the filesystem sh...
If you are a beginner, there is no need to worry about it(for a while). I find it useful to look at ( extract specific info from /proc) but at the moment you can probably use tools like top, netstat, iostat. They all process information from /proc for you and give you what is useful... I'm not tryin...
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Example of Topologically Mixing map on $k$-dimensional cube Let $k,M$ be positive integers. Is there a simply _explicit_ example of a topologically mixing map on: * The "cube" $[-1,1]^k$? * The "disc" $\\{x \in ...
Do you know the tent map $T\colon[0,1]\to[0,1]$, look here? It's a piecewise linear map, with $T(0)=0=T(1)$ and $T(\frac{1}{2})=1$. It has this property, that if you iterate it, its graph will look like many peaks, and for any open subset $U\subset [0,1]$ there is $N\in\mathbb{N}$ such that for any ...
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Area 51 Mathematics Open Community Reviews Following the discussions in Area 51 community peer review and links therein, I have created the following proposal Mathematics Open Community Reviews hoping to get thing...
Questions appropriate for a Stack Exchange-style Q&A are on topic for Mathematics SE and MathOverflow. If you would like to experiment with this type of content on MathOverflow, it might be something you can try; but unfortunately, we are not currently accepting proposals for new sites whose core pr...
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法律英语中therein的用法和翻译 - 法律英语翻译
经典法律翻译作品; 美国法律概览; 法律翻译常用法规; 法律英语标点符号; 法律翻译词汇大全; 法律文书翻译模板; 法律英语 ...
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Finding a grammar for a formal language I am looking for a grammar that describes the formal language $L = \\{ xyx^R \;|\; x,y \in \\{a,b\\}^*\\}$ where $\\{a,b\\}^*$ corresponds to the regular expression _[ab]_ *. ...
* S -> aSa | bSb | A * A -> aA | bA | $\varepsilon$ This way $x$ and $x^R$ are simultanously generated with the start symbol $S$ in the middle. After that $S$ changes to $A$ in order to produce some word $y$ between $x$ and $x^R$. * * * Edit: As was pointed out, the language is just $\\{a,b\\}^*$, s...
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Hilbert space is orthornormality needed for representation? In a Hilbert space $H$ with countable basis, if I know there is a countable basis $\\{h_n\\}$ of $H$ then can I express every element $h\in H$ therein as: \b...
For a simple example to demonstrate the importance of the basis being orthonormal, consider $\mathbb{R}^2$ with the standard inner product and the basis $h_1=(1,0)$ and $h_2=(1,1)$. If $h=(0,1)$ then $$ h=-h_1+h_2 $$ but $\langle h,h_1\rangle=0$. By the way, a Hilbert space basis of $H$ is different...
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What is the purpose of systemd's /run/user/UID/inaccessible/? What is the purpose of `/run/user/<UID>/inaccessible/`? There are two device special files therein, namely `blk` and `chr` with major device number 0, so t...
These are used to implement `InaccessiblePaths` in per-user services, as a variant of the `/run/host/inaccessible` directory specified in the systemd container interface. Programs running inside a restricted environment (not necessarily a container) might not have the privileges required to create r...
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Consider this figure [img]: how many points $D$ are there such that $\alpha=90°$? * $j, f$ and $g$ are of arbitrary length but orthogonal to each other ($j$ and $g$ are parallel) * the lines $i$ and $h$ are simply c...
=\sum_{n=1}^\infty n^2x^n ; x\in [-\dfrac{1}{2},\dfrac{1}{2} ]$ To show if $f$ is continuous therein. Now what I find is $f$ is pointwise convergent for each $x\in [-\d...
A power series converges uniformly on any compact interval within the radius of convergence. Use the ratio test to show that the radius of convergence is $1$ (i.e the series converges if $|x| < 1$). Alternatively, apply the Weierstrass M-test noting that in $[-1/2,1/2]$ we have $|n^2x^n| \leqslant n...
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