english/order
order
Finnish English Dictionaryorder from English to Finnish
order from Finnish to English
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(lb) Arrangement, disposition, or sequence.
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(lb) A position in an arrangement, disposition, or sequence.
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* 1897, (w) (translator), (w), Extract from a commentary by Eutocius, quoted in 1897 CUP, T. L. Heath (editor), ''The Works of Archimedes'', 2002, Dover, unnumbered page,
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*: His attempt I shall also give in its order.
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(lb) The state of being well arranged.
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(lb) Conformity with law or decorum; freedom from disturbance; general tranquillity; public quiet.
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(senseid)(lb) A command.
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* (RQ:Bindloss Dust of Conflict)
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(lb) A request for some product or service; a commission to purchase, sell, or supply goods.
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* {{quote-journal|en|title=An internet of airborne things|date=2012-12-01|volume=405|issue=8813|page=3 (Technology Quarterly)|magazine=w:The Economist|url=http://www.economist.com/news/technology-quarterly/21567193-networking-enthusiasts-dream-building-drone-powered-internet-carry-objects
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(lb) A group of religious adherents, especially monks or nuns, set apart within their religion by adherence to a particular rule or set of principles.
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(lb) An association of knights.
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(lb) A decoration, awarded by a government, a dynastic house, or a religious body to an individual, usually for distinguished service to a nation or to humanity.
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* (quote-web) is a civilian order that can be awarded to Taiwan citizens or foreign nationals. It is divided into a total of nine "classes" or grades, of which the Special Grand Cordon is the highest.
(w) said she was particularly honored to receive the award from Tsai -- "a woman president in one of the freest societies in the world." -
(senseid) (lb) A category in the classification of organisms, ranking below class and above family; a taxon at that rank.
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A number of things or persons arranged in a fixed or suitable place, or relative position; a rank; a row; a grade; especially, a rank or class in society; a distinct character, kind, or sort.
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* (RQ:Taylor Holy Living)
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* (quote-text)|title=upon Several Occasions/89|The British Enchanters
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* {{RQ:Hawthorne Scarlet Letter
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(lb) An ecclesiastical rank or position, usually for the sake of ministry, (q) orders.
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(lb) The disposition of a column and its component parts, and of the entablature resting upon it, in classical architecture; hence (since the column and entablature are the characteristic features of classical architecture) a style or manner of architectural design.
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(senseid) (lb) or scope|Scale: size or scope.
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(lb) A power of polynomial function in an electronic circuit’s block, such as a filter, an amplifier, etc.
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(lb) The overall power of the rate law of a reaction, expressed as a polynomial function of concentrations of reactants and products.
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(lb) The number of elements contained within (''the given object''); ''formally'', the cardinality (''of the given object'').
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* 1911 University Press, William Burnside, ''Theory of Groups of Finite Order'', 2nd Edition, Reprint, Dover (Dover Phoenix), 2004, page 222,
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*: In this case, the conjugate set contains ''n''(''n'' − 1)/''x''(''x'' − 1) distinct sub-groups of order ''m'', and ''H'' is therefore self-conjugate in a group ''K'' of order ''x''(''x'' − l)''m''.
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* {{quote-book|en|year=2000|author=w:Michael Aschbacher|title=Finite Group Theory|edition=2nd|pageurl=https://books.google.com.au/books?id=BprbtnlI6HEC&pg=PA260&dq=%22order%22%7C%22orders%22+set%7Cgroup&hl=en&sa=X&ved=0ahUKEwj87tPq0fPaAhWG-lQKHdE4DaEQ6AEIsgIwMgv=onepage&q=%22order%22%7C%22orders%22%20set%7Cgroup&f=false|page=260|publisher=w:Cambridge University Press
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(senseid)(lb) The smallest positive number ''n'' such that (denoting the group operation multiplicatively) ''gn'' is the element of ''G'', if such an ''n'' exists; ''if no such n exists the element is said to be of infinite order (or sometimes zero order)''.
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* {{quote-book|en|year=1997|author=Frank Celler; C. R. Leedham-Green|chapter=Calculating the Order of an Invertible Matrix|editors=Larry Finkelstein; William M. Kantor|title=Groups and Computation II|publisher=w:American Mathematical Society|pageurl=https://books.google.com.au/books?id=lyL8Ui36FKsC&pg=PA55&dq=%22order+of+an+element%22&hl=en&sa=X&ved=0ahUKEwj6gPTexsDbAhVIjpAKHbudDeEQ6AEIWTAIv=onepage&q=%22order%20of%20an%20element%22&f=false|page=55
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* 1999, A. Ehrenfeucht, T. Harju, G. Rozenberg, ''The Theory of 2-structures'', World Scientific, page 15,
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*: If is a finite group, its cardinality is called the order of . The order of an element is defined as the smallest nonnegative integer such that . The second case of the following result is known as Cauchy's theorem.
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*: Theorem 1.10 ''Let be a finite group.''
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*:: ''(i) The order of an element divides the order of the group.''
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*:: ''(ii) If a prime number divides , then there exists an element of order .''
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* 2010, A. R. Vasishta, A. K. Vasishta, ''Modern Algebra'', Krishna Prakashan Media, 60th Edition, page 180,
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*: Since in a finite group the order of an element must be a divisor of the order of the group, therefore ''o'' (''a'') cannot be 3 and so we must have ''o'' (''a'')=4=the order of the group ''G''.
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(lb) The number of vertices in the graph (''i.e. the set-theoretic order of the set of vertices of the graph'').
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(lb) A ordered set.
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(lb) The relation with which a partially ordered set is equipped.
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(lb) The sum of the exponents of the variables involved in the expression.
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(lb) The order of the leading monomial; (''equivalently'') the largest power of the variable involved in the given expression.
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(lb) A written direction to furnish someone with money or property; compare (m), (m).
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* {{quote-book|en|year=1763|author=w:James Boswell|editor=Gordon Turnbull|title=London Journal 1762-1763|publisher=Penguin|year_published=2014|page=233
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(lb) To set in some sort of order.
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(lb) To request some product or service; to secure by placing an order.
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To admit to holy orders; to ordain; to receive into the ranks of the ministry.
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* {{RQ:Book of Common Prayer
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(l) (gloss)
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(verb form of)
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(lb) (l) (gl)
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to (l) (gl)
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(lb) to (l) (gl)
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(l) (gl)
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(lb) (l)
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an (l) (command)
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an (l) (request for some product or service – often of a larger or more involved order)
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