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Titel: Cambridge Core - Journals & Books Online | Cambridge University Press

Beskrivelse: Cambridge Core - the books and journals platform from Cambridge University Press replacing Cambridge Journals Online (CJO) and Cambridge Books online (CBO).

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Søgesætninger - Google

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Position	Udtryk	Side	Uddrag
2	adjectives 4	/core/services/aop-c...	4 Adjectives When we use adjectives before nouns they are usually the last-but-one item in the noun phrase . Determiner Intensifier Adjective. Noun some. — enchanted evening.
4	the law 3 the law	/core/services/aop-c...	3 International law as law International law represents more than just the legal system of inter-state relations
5	the of languages is the	/core/services/aop-c...	4 Languages of the world Languages of the world. 67. 4.5 Language varieties resulting from language contact. In language contact situations, new languages originate between two or more ...
6	the children are in the house	/core/services/aop-c...	THE CHILD IN THE HOUSE1 In the house and garden of his dream he saw a child moving, and could divide the main streams at least of the winds that had played on https://doi.org/10.1017/ ...
7	sing singing read	/core/services/aop-c...	9 SINGING WHILE READING Silent readers often imagine voices sounding out the words and the muscles used for speaking move in minuscule, barely detect- able ways as they read .
8	frac 3 4 mathrm м	/core/journals/glasg...	Thinness of some hypergeometric groups in $\mathrm{Sp}(6) \alpha =(0,0,0,0,0,0),\quad \beta =(1/2,1/2,1/ 3 ,2/ 3 ,1/ 4 , 3 / 4 ) . We consider the change of the basis matrix. \begin{equation*}K= \left [ \begin {array}{c ...
17	4.298	/core/journals/class...	OMNIA TVTA TIMENS (VIRGIL, AENEID 4.298) 15 февр. 2024 г. — This paper deals with a case of Virgilian ambiguity, namely the famous hemistich at Aen. 4.298 omnia tuta timens. By highlighting a plausible ...
24	a b mod 4 3	/core/services/aop-c...	Modular arithmetic - Cambridge Core - Journals & Books Online For example, if x 1 (mod 5) and x 3 ( mod 4 ) then there is an integer k such that x ¼ 1 ‏ 5k. Since 1 ‏ 5k 3 ( mod 4 ), k 2 ( mod4 ) or k ¼ 2 ‏ 4t. Substituting ...

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