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periodical
periodical, a. (n.) (pɪərɪˈɒdɪkəl) [f. as periodic a.1 + -al1.] A. adj. 1. = periodic a. 1. † periodical month: see quot. 1690.1603 Holland Plutarch's Mor. 1024 Nature..determined motion with periodicall revolutions. 1690 Leybourn Curs. Math. 467 The Periodical Month is that interval of time, in whi... Oxford English Dictionary
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Hayastan (periodical)
The periodical was primarily in Armenian but also contained articles and translations of Armenian-language articles in a number of other languages, notably wikipedia.org
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periodical
periodical/-kl; -kl/ n, adj (magazine or other publication) that is published at regular intervals, eg weekly or monthly 定期出版的; 期刊. periodically/-klI; -klI/ advat (esp regular) intervals 定期地; 周期地. 牛津英汉双解词典
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Is Scientific American a Trustworthy Periodical? - Daily Nous
Scientific American is a monthly magazine aimed at popularizing scientific and technological findings. But how trustworthy a magazine is it? This question is prompted by several articles that Scientific American has published on topics in philosophy. It is wonderful that the magazine's editors recognize how much philosophy is relevant to science and scientific practices.
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The Spectator | British Periodical, 1711-1712 | Britannica
The Spectator, a periodical published in London by the essayists Sir Richard Steele and Joseph Addison from March 1, 1711, to Dec. 6, 1712 (appearing daily), and subsequently revived by Addison in 1714 (for 80 numbers). It succeeded The Tatler, which Steele had launched in 1709. In its aim to "enliven morality with wit, and to temper wit with morality," The Spectator adopted a fictional ...
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Salmagundi (periodical)
. & Others, commonly referred to as Salmagundi, was a 19th-century satirical periodical created and written by American writer Washington Irving, his oldest Irving and his collaborators published the periodical using a wide variety of pseudonyms, including Will Wizard, Launcelot Langstaff, Pindar Cockloft, wikipedia.org
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Periodical cicadas
"Active Periodical Cicada Broods of the United States" (map). Magicicada.org Brood mapping project General periodical cicada information. wikipedia.org
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Periodical reflection conditions in a sphere. A perfect mirror covered the inside surface of a sphere (assumption: there is no any loss during reflection and reflections continue endless) and there is a very small las...
Without loss of generality, we can rotate such that $A$ is at the top and the original laser beam lies in the $x$-$z$ plane. Then all the reflected beams will also lie in that plane, and the reflections will all take place on a great circle. Thus the problem is in fact two-dimensional, and we're jus...
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Vlaanderen (periodical)
Vlaanderen, originally West-Vlaanderen (founded 1952), was a Dutch-language periodical of art and culture, originally set up as the organ of the Christelijk wikipedia.org
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Is the function $A\cos(\lambda x) + B\sin(\lambda x)$ periodical? I am trying to check the function for periodicity... $y(x) = A\cos(\lambda x) + B\sin(\lambda x) $ I think that it's possible to rewrite the functio...
**Hint:** The period of the sine and cosine functions are well known to be $2\pi$ for both. Hence $\dfrac{2\pi}\lambda$ is a period of the linear combination, for the argument $\lambda x$. Remains to show that it is the smallest. * * * Setting $t:=\lambda x$, let $T=\lambda X$ be the period. $$A\cos...
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Number of non periodic strings How many non-periodical strings of length N with letters from a to z exist? My only idea was something about prime factorization to find the amount of periodical strings of length N.
This is related to necklace polynomials. Let $a_{kn}$ count the number of aperiodic strings of $n$ letters from an alphabet of $k$ letters. For each $d \mid N$, an aperiodic string of length $d$ gives rise to a string of length $N$ with period $d$, so the total number $k^N$ of strings of length $N$ ...
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Decimal expansion no calculator Find the decimal expansion of $\frac{9}{130} $ by finding the periodical and non periodical parts. am i supposed to be looking for the expansion of $\frac{1}{(9)(130)} $? cause my theor...
$$ \begin{align*} \frac{9}{130} &= \frac{1}{10} \frac{90}{130} \\\ &= \frac{1}{10} \left( 0 + \frac{9}{13} \right) \end{align*} $$ Since $\frac{9}{13} < 1$, this tells us that $\frac{9}{130} = 0.0\ldots$. $$ \begin{align*} \frac{9}{13} &= \frac{1}{10} \frac{90}{13} \\\ &= \frac{1}{10} \left( 6 + \fr...
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Read and Write Periodical 2010 Vol.7 Issue 9 - Table of Contents
I could not find the article I request . 读与写（教育教学刊） Read and Write Periodical. Year 2010 Volume 7
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Chinese Studies -- Current Periodical Subscriptions
中国现代史: Monthly: 1982,1992-2000: DS754 .C547: Zhongguo xian dai wen xue li lun = Modern Chinese Literary Theory:
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Provisions on the Administration of Periodical Publishing (Chinese and ...
NOTE: These Provisions supersede the 期刊管理暂行规定 (Interim Provisions on the Administration of Periodicals) of November 24, 1988. The following translation was retrieved from the Ministry of Commerce Web site on May 23, 2006. The Chinese text was retrieved from the People's Daily Web site on May 23, 2006.. A summary of this regulation is available here.
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