Artificial intelligent assistant

terse

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terse
▪ I. terse, a. (tɜːs) Also 7 terce, tearce, teirce. [ad. L. ters-us, pa. pple. of tergēre, -ĕre to wipe.] † 1. Wiped, brushed; smoothed; clean-cut, sharp-cut; polished, burnished; neat, trim, spruce.1601 B. Jonson Poetaster iii. i, I am enamour'd of this street..'tis so polite and terse. 1607 Dekker... Oxford English Dictionary
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terse
terse/tɜ:s; təs/ adj (sometimes derog 有时作贬义) using few words; concise; curt 用词简练的; 洗练的; 简短的 written in a terse style 以简练的文笔写成的 a terse reply, comment, remark, etc 简短的答覆、 评论、 言语等 a terse speaker 语言精练的演说者. 牛津英汉双解词典
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Terse (file format)
TERSE is an IBM archive file format that supports lossless compression. The compression/decompression program (called terse and unterse)—AMATERSE or TRSMAIN—is available from IBM for z/OS; the z/VM equivalents are the TERSE wikipedia.org
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McCarthy privately recounts terse phone call with ... - The Washington Post
Nov 30, 20236 min. In the weeks after the Jan. 6, 2021, attack on the U.S. Capitol, then-House Minority Leader Kevin McCarthy (R-Calif.) traveled down to Donald Trump's Mar-a-Lago Club and threw a lifeline ...
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Fox's Bret Baier Terse When WSJ Asked About Dominion Suit - Mediaite
Aug 18, 2023Tommy Christopher Aug 18th, 2023, 1:25 pm. Fox News anchor Bret Baier had a very brief response when Wall Street Journal reporters brought up the blockbuster Dominion lawsuit during an interview ...
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How Murdoch Runs Fox News, in His Own (Often Terse) Words
Mar 9, 2023In the days after the 2020 presidential election, Mr. Murdoch's emails show, he was especially interested in using some of the news organizations he owns — including The New York Post and Fox ...
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Iveta Grigule-Pēterse
Iveta Grigule-Pēterse (born 30 September 1964) is a Latvian politician formerly for the Latvian Farmers' Union (until 2017). wikipedia.org
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What is the bash equivalent of the where cmdlet? The where cmdlet is something I use in PS quite often- its very convenient. If I want to get all files with a name starting with "test" I would do this: ...
This will return only the files that start with "test": ls | grep '^test' **More examples** : That will return only lines which contain the word "test". I am using ls -al" instead of "ls" alone to have a 1 line per record result: ls -al | grep "test" This would return any line containing test or wor...
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Humor in Math Textbooks So, I was looking though a problem section in Dummit and Foote, and found this amusing "definition." I actually tried googling it, but I can't find any reference to these associated primes bein...
I haven't read Dummit and Foote, but googling assassin together with "associated prime" did bring up a few algebraic references, for instance this question on MO. It seems that the term _assassinator_ is also used with the same meaning.
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Lexicographic order on $\alpha^\beta$ is well-ordered Suppose that $\alpha$ and $\beta$ are ordinals, and define the following order on $\alpha^\beta$, the set of all functions $\beta\to\alpha$ with finite support: $...
You can do it by induction on $\beta$. Assume that it's true for $\alpha^\gamma$ with $\gamma<\beta$. If the zero function is in $S$, we're done. Otherwise, for $f\in S$ let $\eta(f)=\max\operatorname{supp}(f)$, and let $\eta_0=\min\\{\eta(f):f\in S\\}$. Let $\xi_0=\min\\{f(\eta_0):f\in S\text{ and ...
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Eliminare elemente şterse in English with examples - MyMemory
Contextual translation of "Eliminare elemente şterse" into English. Human translations with examples: MyMemory, World's Largest Translation Memory.
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what is the precise definition of matrix? Let $F$ be a field. To me, saying 'Matrix is a rectangular array of elements of $F$' seems extremely terse. What kind of _set_ is a rectangular array of elements of $F$? Pre...
As a sequence can be viewed as a function, a matrix can be viewed as a function $A:\\{1,\ldots,m\\}\times \\{1,\ldots,n\\}\to F$.
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My proof for "$\Gamma =\{X\in \mathbf{R}^{n\times n} \mid X \succeq 0, \text{Tr}(X)=1\}$ is compact" This problem comes from: How to prove the compactness of the set of Hermitian positive semidefinite matrices In s...
You need some kind of further argument to prove boundedness, in my opinion. I propose this one. Since the matrices are (symmetric) positive-semidefinite, their eigenvalues are positive. Since the trace is $1$, all the eigenvalues are in $[0,1]$. Therefore, if we consider the operator norm on $\Bbb R...
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Asymptotic analysis references I'm self studying asymptotic analysis with * Bruijn (1981) - Asymptotic Methods in Analysis * Bleistein and Handelsman (1986) - Asymptotic Expansions of Integrals but the texts ...
I was using J.D. Murray's Asymptotic Analysis. But it's not enough reading this book, he references Copson's book to complement his text in stuff that isn't proved in his text. There are no solutions at the back, though. But try asking your questions from the exercises here or in mathoverflow, I am ...
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Are there more proper terms for "between, inclusive" and "between, exclusive"? I searched for this, but all I found was an English usage result. However, I am strictly asking about ranges of numbers, not "normal" Eng...
Although not as sporty as "endobetween" and "exobetween", mathematicians generally use the adjectives "closed" and "open" to describe the inclusion or exclusion of endpoints in an interval (range) of real numbers. Thus $(0,1)$ is an _open_ interval, excluding (not containing) the endpoints, and $[0,...
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