edict vs order what difference
what is difference between edict and order
English
Etymology
From Middle English edycte, borrowed from Latin edictum; earlier form edit, from Old French edit, from the same Latin word.
Pronunciation
 IPA^{(key)}: /ˈiː.dɪkt/
Noun
edict (plural edicts)
 A proclamation of law or other authoritative command.
Translations
Anagrams
 cited, ticed
Dutch
Etymology
From Middle Dutch edict, from Latin ēdictum.
Pronunciation
 IPA^{(key)}: /eːˈdɪkt/
 Hyphenation: edict
 Rhymes: ɪkt
Noun
edict n (plural edicten, diminutive edictje n)
 edict
Descendants
 Afrikaans: edik
Romanian
Etymology
From Latin edictum
Noun
edict n (plural edicte)
 edict
Declension
English
Alternative forms
 ordre (obsolete)
Etymology
From Middle English ordre, from Old French ordre, ordne, ordene (“order, rank”), from Latin ōrdinem, accusative of ōrdō (“row, rank, regular arrangement”, literally “row of threads in a loom”), from ProtoItalic *ored, *oreð (“to arrange”), of unknown origin. Related to Latin ōrdior (“begin”, literally “begin to weave”). In sense “request for purchase”, compare bespoke. Doublet of ordo.
Pronunciation
 (Received Pronunciation) IPA^{(key)}: /ˈɔːdə/
 (General American) IPA^{(key)}: /ˈɔɹdɚ/, [ˈɔɹɾɚ]
 (Indian English) IPA^{(key)}: /ˈɔːdə(r)/
 Rhymes: ɔː(ɹ)də(ɹ)
 Hyphenation: or‧der
Noun
order (countable and uncountable, plural orders)
 (countable) Arrangement, disposition, or sequence.
 (countable) A position in an arrangement, disposition, or sequence.
 1897, T. L. Heath (translator), Eutocius of Ascalon, Extract from a commentary by Eutocius, quoted in 1897 [CUP], T. L. Heath (editor), The Works of Archimedes, 2002, Dover, unnumbered page,
 His attempt I shall also give in its order.
 1897, T. L. Heath (translator), Eutocius of Ascalon, Extract from a commentary by Eutocius, quoted in 1897 [CUP], T. L. Heath (editor), The Works of Archimedes, 2002, Dover, unnumbered page,
 (uncountable) The state of being well arranged.
 (countable) Conformity with law or decorum; freedom from disturbance; general tranquillity; public quiet.
 (countable) A command.
 (countable) A request for some product or service; a commission to purchase, sell, or supply goods.
 (countable) A group of religious adherents, especially monks or nuns, set apart within their religion by adherence to a particular rule or set of principles.
 (countable) An association of knights.
 Any group of people with common interests.
 (countable) 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.
 (countable, biology, taxonomy) A category in the classification of organisms, ranking below class and above family; a taxon at that rank.
 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.
 1650, Jeremy Taylor, The Rule and Exercises of Holy Living
 They are in equal order to their several ends.
 1726, George Granville, The British Enchanters
 Various orders various ensigns bear.
 […] which, to his order of mind, must have seemed little short of crime.
 1650, Jeremy Taylor, The Rule and Exercises of Holy Living
 (Christianity) An ecclesiastical rank or position, usually for the sake of ministry, (especially, when plural) holy orders.
 (architecture) 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.
 (cricket) The sequence in which a side’s batsmen bat; the batting order.
 (electronics) A power of polynomial function in an electronic circuit’s block, such as a filter, an amplifier, etc.
 (chemistry) The overall power of the rate law of a chemical reaction, expressed as a polynomial function of concentrations of reactants and products.
 (set theory) The cardinality, or number of elements in a set, group, or other structure regardable as a set.
 1911 [Cambridge University Press], William Burnside, Theory of Groups of Finite Order, 2nd Edition, Reprint, Dover (Dover Phoenix), 2004, page 222,
 In this case, the conjugate set contains n(n − 1)/x(x − 1) distinct subgroups of order m, and H is therefore selfconjugate in a group K of order x(x − l)m.
 2000, Michael Aschbacher, Finite Group Theory, Cambridge University Press, 2nd Edition, page 260,
 For various reasons it turns out to be better to enlarge this set of invariants to include suitable normalizers of subgroups of odd prime order.
 1911 [Cambridge University Press], William Burnside, Theory of Groups of Finite Order, 2nd Edition, Reprint, Dover (Dover Phoenix), 2004, page 222,
 (group theory, of an element of a group) For given group G and element g ∈ G, the smallest positive natural number n, if it exists, such that (using multiplicative notation), g^{n} = e, where e is the identity element of G; if no such number exists, the element is said to be of infinite order (or sometimes zero order).
 1997, Frank Celler, C. R. LeedhamGreen, Calculating the Order of an Invertible Matrix, Larry Finkelstein, William M. Kantor (editors), Groups and Computation II, American Mathematical Society, page 55,
 The object of this note is to observe that it is possible to calculate the order of an element $$
A
{\displaystyle A}
of
$$
G
=
G
L
(
d
,
q
)
{\displaystyle G={\mathit {GL}}(d,q)}
on average using
$$
O
(
d
3
l
o
g
q
)
{\displaystyle O(d^{3}{\mathsf {log}}\ q)}
field operations, assuming that
$$
q
i
−
1
{\displaystyle q^{i}1}
has been factorised for
$$
i
≤
d
{\displaystyle i\leq d}
.
 The object of this note is to observe that it is possible to calculate the order of an element $$
 1999, A. Ehrenfeucht, T. Harju, G. Rozenberg, The Theory of 2structures, World Scientific, page 15,
 If $$
Δ
{\displaystyle \Delta }
is a finite group, its cardinality is called the order of
$$
Δ
{\displaystyle \Delta }
. The order of an element
$$
a
∈
Δ
{\displaystyle a\in \Delta }
is defined as the smallest nonnegative integer
$$
n
{\displaystyle n}
such that
$$
a
n
=
1
Δ
{\displaystyle a^{n}=1_{\Delta }}
. The second case of the following result is known as Cauchy’s theorem.
 Theorem 1.10 Let $$
Δ
{\displaystyle \Delta }
be a finite group.
 (i) The order of an element $$
a
∈
Δ
{\displaystyle a\in \Delta }
divides the order
$$

Δ

{\displaystyle \Delta }
of the group.
 (ii) If a prime number $$
p
{\displaystyle p}
divides
$$

Δ

{\displaystyle \Delta }
, then there exists an element
$$
a
∈
Δ
{\displaystyle a\in \Delta }
of order
$$
p
{\displaystyle p}
.
 (i) The order of an element $$
 If $$
 2010, A. R. Vasishta, A. K. Vasishta, Modern Algebra, Krishna Prakashan Media, 60th Edition, page 180,
 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.
 1997, Frank Celler, C. R. LeedhamGreen, Calculating the Order of an Invertible Matrix, Larry Finkelstein, William M. Kantor (editors), Groups and Computation II, American Mathematical Society, page 55,
 (graph theory) The number of vertices in a graph.
 (order theory) A partially ordered set.
 (order theory) The relation on a partially ordered set that determines that it is, in fact, a partially ordered set.
 (algebra) The sum of the exponents on the variables in a monomial, or the highest such among all monomials in a polynomial.
 (finance) A written direction to furnish someone with money or property; compare money order, postal order.
 1763, James Boswell, in Gordon Turnbull (ed.), London Journal 1762–1763, Penguin 2014, p. 233:
 I then walked to Cochrane’s & got an order on Sir Charles Asgill for my money.
 1763, James Boswell, in Gordon Turnbull (ed.), London Journal 1762–1763, Penguin 2014, p. 233:
Quotations
 1611, Bible, King James Version, Luke, 1:i:
 Forasmuch as many have taken in hand to set forth in order a declaration of those things which are most surely believed among us […] .
 1973, Donald Knuth, The Art of Computer Programming, Volume 3: Sorting and Searching, AddisonWesley, chapter 8:
 Since only two of our tape drives were in working order, I was ordered to order more tape units in short order, in order to order the data several orders of magnitude faster.
Synonyms
 (taxonomy): ordo
Antonyms
 chaos
Hypernyms
 denomination
Hyponyms
Derived terms
Related terms
Translations
See also
 Appendix:Glossary of order theory
Further reading
 order on Wikipedia.Wikipedia
 Order (group theory) on Wikipedia.Wikipedia
 Cauchy’s theorem (group theory) on Wikipedia.Wikipedia
 Lagrange’s theorem (group theory) on Wikipedia.Wikipedia
 (taxonomy): Taxonomic rank#Ranks in botany on Wikipedia.Wikipedia
Verb
order (thirdperson singular simple present orders, present participle ordering, simple past and past participle ordered)
 (transitive) To set in some sort of order.
 (transitive) To arrange, set in proper order.
 (transitive) To issue a command to.
 (transitive) To request some product or service; to secure by placing an order.
 To admit to holy orders; to ordain; to receive into the ranks of the ministry.
 persons presented to be ordered deacons
Conjugation
Synonyms
 (arrange into some sort of order): sort, rank
 (issue a command): command
Derived terms
Translations
Related terms
 ordain
 orderly
 ordinal
 ordinary
Anagrams
 Doerr, Roder, derro, ordre
Dutch
Etymology
Borrowed from Middle French ordre.
Pronunciation
 IPA^{(key)}: /ˈɔr.dər/
 Hyphenation: or‧der
Noun
order m or f or n (plural orders)
 order (command)
 order (request for product or service)
Derived terms
 dagorder
 legerorder
 orderbrief
 postorder
Descendants
 Negerhollands: order
 → Papiamentu: òrdu, order
German
Verb
order
 inflection of ordern:
 firstperson singular present
 singular imperative
Indonesian
Etymology
From Dutch order, from from Old French ordre, ordne, ordene (“order, rank”), from Latin ōrdinem, accusative of ōrdō (“row, rank, regular arrangement”, literally “row of threads in a loom”). Doublet of orde and ordo.
Pronunciation
 IPA^{(key)}: [ˈɔr.dər]
 Hyphenation: or‧dêr
Noun
ordêr (firstperson possessive orderku, secondperson possessive ordermu, thirdperson possessive ordernya)
 order,
 a command.
 a request for some product or service; a commission to purchase, sell, or supply goods.
 Synonym: pesanan
Derived terms
Further reading
 “order” in Kamus Besar Bahasa Indonesia (KBBI) Daring, Jakarta: Badan Pengembangan dan Pembinaan Bahasa, Kementerian Pendidikan dan Kebudayaan Republik Indonesia, 2016.
Polish
Etymology
From Old French ordre, ordne, ordene (“order, rank”), from Latin ōrdinem, accusative of ōrdō (“row, rank, regular arrangement”, literally “row of threads in a loom”).
Pronunciation
 IPA^{(key)}: /ˈɔr.dɛr/
Noun
order m inan (diminutive orderek, augmentative orderzysko)
 order (decoration awarded by government or other authority)
 Synonym: odznaczenie
Declension
Derived terms
 (verbs) orderować, uorderować, wyorderować
 (nouns) orderowiec, orderomania
 (adjective) orderowy
Related terms
 (noun) ordereczek
Further reading
 order in Wielki słownik języka polskiego, Instytut Języka Polskiego PAN
 order in Polish dictionaries at PWN
Swedish
Pronunciation
 IPA^{(key)}: /ˈɔrdɛr/
Noun
order c
 an order; a command
 an order; a request for some product or service
Declension
Hyponyms
See also
 orden
Anagrams
 roder