View source for Rel

{{also|-rel|rel.|REL}}
==Translingual==

===Symbol===
{{mul-symbol}}

# {{ISO 639|3}}

===See also===
* {{langcat|rel}}

==English==

===Preposition===
{{en-prep}}

# {{lb|en|mathematics}} {{abbreviation of|en|[[relative]] to}}
#* {{quote-journal|en|year=1994|author=N[ikita] Netsvetaev|title=Diffeomorphism Criteria for Simply Connected Even-Dimensional Manifolds|editor=Oleg Viro|work=Topology of Manifolds and Varieties|series=Advances in Soviet Mathematics [series] 18|publisher=w:American Mathematical Society|isbn=0821841246|page=237|passage=Since <math>M_0</math> and <math>M_1</math> are [[cobordant]] '''rel''' boundary and <math>f_0, f_1</math> are ''n''-connected, the number <math>\delta:=\frac12(\mathrm{rk} H_nM_0-\mathrm{rk}H_nM_1)</math> is a nonnnegative integer.}}
#* {{quote-book|en|year=1997|author=Paul Selick|title=Introduction to {{w|Homotopy}} Theory|series=Fields Institute Monographs|publisher=w:American Mathematical Society|isbn=0821806904|page=15|passage=The following notations are in common use: <math>H:f\simeq g</math> (rel ''A'') means that ''H'' is a homotopy '''rel''' ''A'' from ''f'' to ''g''....}}
#* {{quote-book|en|year=2002|author=w:Allen Hatcher|url=http://www.math.cornell.edu/~hatcher/AT/ATpage.html|title=Algebraic Topology|publisher=[[w:Cambridge University Press|Cambridge]]|isbn=0521795400|page=355|passage=Then in <math>n\ge n'</math>, there is a map <math>h:Z\to Z'</math> such that <math>h|A=g</math> and <math>gf\simeq f'h</math> '''rel''' ''A'', so the diagram above is commutative up to homotopy '''rel''' ''A''.}}

===Anagrams===
* {{anagrams|en|a=elr|RLE|Ler}}

{{cln|en|3-letter abbreviations}}

==Catalan==

===Pronunciation===
* {{ca-IPA|è}}<!-- per GDLC, DNV, [[arrel]] in DCVB -->

===Noun===
{{ca-noun|f}}

# {{alternative form of|ca|arrel}}

==Dutch==

===Pronunciation===
* {{IPA|nl|/rɛl/}}
* {{audio|nl|Nl-rel.ogg}}
* {{hyphenation|nl|rel}}
* {{rhymes|nl|ɛl|s=1}}

===Etymology 1===
From {{m|nl|rellen||to talk}}, western variant of {{m|nl|rallen}}.

====Noun====
{{nl-noun|m|-en|+}}

# [[riot]]
# [[scandal]], [[outrage]]

=====Derived terms=====
* {{l|nl|nozemrel}}
* {{l|nl|rellen}}
* {{l|nl|relnicht}}
* {{l|nl|relschopper}}
* {{l|nl|verkiezingsrel}}

===Etymology 2===
{{nonlemma}}

====Verb====
{{head|nl|verb form}}

# {{infl of|nl|rellen||bare-verb}}

==Indonesian==
{{wikipedia||lang=id}}

===Etymology===
From {{bor|id|nl|rail}}, from {{der|id|en|rail}}, from {{der|id|enm|rail}}, {{m|enm|rayl}}, {{m|enm|*reȝel}}, {{m|enm|*reȝol}} (found in {{m|enm|reȝolsticke||a ruler}}), partly from {{der|id|ang|regol||a ruler, straight bar}} and partly from {{der|id|fro|reille}}; both from {{der|id|la|regula||rule, bar}}, from {{m|la|regere||to rule, to guide, to govern}}.

===Pronunciation===
* {{IPA|id|[ˈrɛl]}}
* {{hyphenation|id|rèl}}

===Noun===
{{id-noun}}

# [[rail]]: the metal bar that makes the track for a railroad
# {{lb|id|figurative}} [[rule]]
#: {{syn|id|aturan}}

====Compounds====
{{col4|id|
| rel ganda| rel gerigi| rel geser| rel gongsol| rel ketiga| rel lantak| rel omega| rel paksa| rel sayap| rel tunggal
}}

===Further reading===
* {{R:KBBI Daring}}

==Volapük==

===Noun===
{{vo-noun}}

# [[religion]]

====Declension====
{{vo-decl-noun}}