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metrical
▪ I. metrical, a.1 (ˈmɛtrɪkəl) [f. late L. metricus relating (1) to measuring, (2) to metre: see metric a.1 and -ical. Cf. OF. metrical.] I. 1. Pertaining or relating to metre or versification; consisting of or composed in metre; having the characteristics of metre. spec. applied to Old or Middle En... Oxford English Dictionary
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Metrical foot - Wikipedia
Metrical foot. The foot is the basic repeating rhythmic unit that forms part of a line of verse in most Indo-European traditions of poetry, including English accentual-syllabic verse and the quantitative meter of classical ancient Greek and Latin poetry. The unit is composed of syllables, and is usually two, three, or four syllables in length.
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metrical
metrical/ˈmetrɪkl; `mɛtrɪkl/ (also metric) adj of or composed in verse, not prose 韵律的; 有韵律的; 诗体的 a metrical translation of the Iliad 《伊利亚特》故事的诗体翻译. 牛津英汉双解词典
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Metrical task system
Metrical task systems generalize online problems such as paging, list accessing, and the k-server problem (in finite spaces). If is a metric, is a metrical task system. wikipedia.org
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Metrical Phonology: A Coursebook
Metrical Phonology: A Course Book is a 1987 book by Richard M. Hogg and C. B. McCully in which the authors provide an introduction to a theory of metrical phonology. wikipedia.org
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Is a finite union of bounded sets bounded in any metrical space? In any metrical space $(M,d_M)$, consider $n$ bounded subsets $S_i\subset M$. Then, is $\cup_i^nS_i$ bounded? If so, why?
Since each $S_j$ is bounded, there exists a point $p_j$ such that $S_j\subset B(p_j,r_j)$. Now take $p=p_1$, $r=\max\\{r_1,\ldots,r_n\\}+\max_j\\{d(p_1,p_j)\\}$. If $x\in S_j$, then $$ d(x,p)\leq d(x,p_j)+d(p_j,p_1)\leq r_j+d(p_j,p_1)\leq r. $$ So $x\in B(p,r)$, and this shows that $S_j\subset B(p,r...
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Metrical phonology
Metrical phonology is a theory of stress or linguistic prominence. The perceived stress of a syllable results from its position in the metrical tree and metrical grid for the phrase it appears in. wikipedia.org
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Subsequence in compact metrical space > Let $X$ be a compact metrical space and $(x_n)\subset X$ a sequence. Show that $x_n\to x$ iff for every convergent subsequence $x_{n_k}\to x$. "$\Leftarrow$" is true since $(x_...
Suppose that you don't have $\lim_{n\to\infty}x_n=x$. Then there is a $\varepsilon>0$ such that, for every $p\in\mathbb N$, there is a natural $n\geqslant p$ such that $d(x_n,x)\geqslant\varepsilon$. So, you can defined a sequence $(n_k)_{k\in\mathbb N}$ as follows: * $n_1$ is such that $d(x_{n_1},x...
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Metrical Stress Theory
Metrical Stress Theory: Principles and Case Studies is a 1995 book by Bruce Hayes in which the author discusses metrical stress theory based on in-depth wikipedia.org
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Metrical Hotel - Foursquare
Write a short note about what you liked, what to order, or other helpful advice for visitors.
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Anglo-Saxon metrical charms
Anglo-Saxon metrical charms were sets of instructions generally written to magically resolve a situation or disease. Known charms Twelve Metrical Charms survive in Old English, principally in the collection of medical texts known in modern scholarship as Lacnunga (10th wikipedia.org
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definition of dibrach
A pyrrhic is a metrical foot used in formal poetry. It consists of two unaccented, short syllables. It is also known as a dibrach.
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Middle English Metrical Paraphrase of the Old Testament
The Middle English Metrical Paraphrase of the Old Testament is a retelling of the Old Testament in Middle English rhyme for lay people, dated to the early External links Metrical Paraphrase (selection), ed. Russell A. wikipedia.org
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格律诗三百首 - GitHub
KANTL "," Ghent"," "," "," "," No source, born digital"," "," "," "," "," "," metrical promimence "," metrical non-prominence "," foot boundary "," metrical line ...
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بروس هايز
من أشهر أعماله كتاب : Metrical Stress Theory: Principles and Case Studies ، والذي يتضمن نظرية لنظم النَبْرُ حسب التصنيف. wikipedia.org
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