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thereabouts

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thereabouts
thereaˈbouts, adv. [f. prec. with advb. -s. Of later appearance than prec., but now in southern Eng. more frequent in senses 1 and 2.] 1. About, or in the neighbourhood of, that place; in the district, region, etc. round about there.c 1400 Mandeville (Roxb.) xiv. 63 Þare aboutes er many gude hilles ... Oxford English Dictionary
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thereabouts
thereabouts/ˈðeərəbauts; `ðɛrəˌbaʊts/ (also US thereabout / ˈðeərəbaut; `ðɛrəˌbaʊt/) adv (usu after or 通常用於 or 之後)1 somewhere near there 在附近的某地 The factory is in Leeds or somewhere thereabouts. 那工厂在利兹, 也许在利兹附近.2 near that number, quantity, time, etc 近於（某数目、 数量、 时间等）; 大约; 左右 I'll be home at 8 o'clock... 牛津英汉双解词典
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Milebrook
Location Milebrook is located on a crossroads of the A4113 road almost alongside the Afon Tefeidiad that, thereabouts, forms the border with England. wikipedia.org
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Nordebert
Pepin's sons were given the mayoralties of these realms in 695 (or thereabouts). wikipedia.org
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Source for Russian Army records for the WWI period Is there a source with records of the participants and/or casualties of the Russian army during the WWI period (1914-1918) and thereabouts? Preferably on-line and ind...
There are some sources but they are fragmented and most of them are not digitized yet. One online source about WWI casualties for 1914-1915 years is in the Russian State Library. It's far from being complete, but it's the largest online source I know of. I don't think there are any indexed/searchabl...
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Pilsbury
It is on the side of the valley of the River Dove that, thereabouts, forms the border with the county of Staffordshire. wikipedia.org
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Weston by Welland
As its name suggests, it is near to the River Welland that, thereabouts, forms the boundary with the county of Leicestershire. wikipedia.org
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arctic sea ice data by year I want to demonstrate the usefulness of regression lines to my class, and I was hoping to do so with some data about the Arctic sea ice. What I'd like is the maximal area covered by the ice...
You may also find this site quite useful for resources and data: neven1.typepad.com Note: there are many other examples of data where you can use visualization to make it come alive to the viewers. There are even cities putting out tons of data (UK leads, US no. 2, for example San Francisco) and you...
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Constantine of Gaeta
Constantine was the first known Hypatus of Gaeta from 839 or thereabouts until he disappears from records abruptly in 866. wikipedia.org
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If you roll a 1 you roll again Suppose you decide to roll a single die $3$ times, and at any time you roll a $1$, you roll the die two more times. What's the expected number of rolls in this (rather contrived) game? ...
As was mentioned in a comment, by linearity of expectation the result is $3$ times the result for a single die with the same rules. For a single die, you get $1$ roll no matter what you roll, and then additionally twice the expected value if you roll a $1$, so the expected value $E$ satisfies $$ E=1...
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Gregory of Benevento
Gregory (died 739/740) was a nephew of King Liutprand of the Lombards, who appointed him Duke of Benevento in 733 or thereabouts after removing both the wikipedia.org
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Distribution of shapes of Delaunay triangles Does anyone know the probability distribution of the shapes of Delaunay triangles in a constant-intensity Poisson process in the plane? **Slightly later edit:** One can im...
The results you want are in section 9 (p. 112, and thereabouts). (the paper is: On the homogeneous planar Poisson point process, R. E.
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The Rectification of Names: On the rectification of names
[in progress] In 505 B.C.E. or thereabouts, the traveling philosopher Kong Qiu, whom we know as Confucius, made a trip to the state of Wei, in the plain to the east of present-day Shanxi, apparently in search of a government job with Duke Ling.
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Lachlan Morton
The brothers made a documentary film about the ride titled "Thereabouts". In 2017 the Morton brothers released a third documentary titled "Thereabouts Colombia" about cycling in Colombia. wikipedia.org
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Find $y=\sqrt{x}$ where $x$ and $y$ positive integers in polynomial time? Let $x$ be a positive integer and let $y$ be a real number such that $$y=\sqrt{x}$$ Objectives: 1. If $y$ is an integer, find it in polynom...
So the time required will be no worse than $O(n^3)$ or thereabouts; certainly it'll be polynomial in $n$.
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