11-letter words containing a, d, m, i, r, n
- maid marian — one of the characters in the old morris dance and May Day festivities; May queen.
- maiden over — Cricket. an over in which no runs are made.
- maidservant — a female servant.
- main-de-fer — manifer.
- mainlanders — Plural form of mainlander.
- mandarinate — the status or position of a mandarin.
- mandarinism — A government of mandarins; character or spirit of the mandarins.
- mandataries — Plural form of mandatary.
- mandatories — authoritatively ordered; obligatory; compulsory: It is mandatory that all students take two years of math.
- mandatorily — authoritatively ordered; obligatory; compulsory: It is mandatory that all students take two years of math.
- map-reading — the act or skill of interpreting the significance of a geographical map
- mare island — an island in the N part of San Francisco Bay, California.
- marmalading — Present participle of marmalade.
- masterminds — Plural form of mastermind.
- maunderings — Plural form of maundering.
- meanderings — Plural form of meandering.
- merchandise — the manufactured goods bought and sold in any business.
- merchandize — Alternative spelling of merchandise.
- meridionals — Plural form of meridional.
- michigander — a native or inhabitant of Michigan.
- microdomain — (biology) Any of several small regions of a cell membrane that has a distinct structure and a distinct function.
- microdontia — abnormally small teeth.
- mill around — walk about
- milliradian — one thousandth of a radian.
- mind reader — a person professing the ability of mind reading, especially as a professional entertainer.
- mind-reader — a person professing the ability of mind reading, especially as a professional entertainer.
- mineralised — Simple past tense and past participle of mineralise.
- mineralized — Simple past tense and past participle of mineralize.
- minor triad — a triad consisting in root position of a root tone with a minor third and a perfect fifth above.
- misdemeanor — Law. a criminal offense defined as less serious than a felony.
- mistreading — a wrongdoing or misdemeanour
- mix a drink — If you mix a drink, you prepare it by mixing other drinks together.
- moderations — the quality of being moderate; restraint; avoidance of extremes or excesses; temperance.
- molendinary — a mill
- monocardian — a creature that has only one heart
- montbéliard — an industrial town in E France: former capital of the duchy of Burgundy. Pop: 27 570 (1999)
- mortal mind — the illusion that mind and life arise from matter and are subject to death. Compare mind (def 19).
- multistrand — Composed of multiple strands.
- myrmidonian — comprising or resembling myrmidons
- nematodirus — any parasitic nematode worm of the genus Nematodirus
- nightdreams — Plural form of nightdream.
- nondramatic — Not dramatic; not exciting; mundane.
- nostradamic — of or pertaining to Nostradamus or resembling his work; prophetic
- numeric pad — a separate section on some computer keyboards, grouping together numeric keys and those for mathematical or other special functions in an arrangement like that of a calculator.
- nurserymaid — Nursemaid.
- ordainments — Plural form of ordainment.
- palindromic — a word, line, verse, number, sentence, etc., reading the same backward as forward, as Madam, I'm Adam or Poor Dan is in a droop.
- parodontium — periodontium.
- powerdomain — (theory) The powerdomain of a domain D is a domain containing some of the subsets of D. Due to the asymmetry condition in the definition of a partial order (and therefore of a domain) the powerdomain cannot contain all the subsets of D. This is because there may be different sets X and Y such that X <= Y and Y <= X which, by the asymmetry condition would have to be considered equal. There are at least three possible orderings of the subsets of a powerdomain: Egli-Milner: X <= Y iff for all x in X, exists y in Y: x <= y and for all y in Y, exists x in X: x <= y ("The other domain always contains a related element"). Hoare or Partial Correctness or Safety: X <= Y iff for all x in X, exists y in Y: x <= y ("The bigger domain always contains a bigger element"). Smyth or Total Correctness or Liveness: X <= Y iff for all y in Y, exists x in X: x <= y ("The smaller domain always contains a smaller element"). If a powerdomain represents the result of an abstract interpretation in which a bigger value is a safe approximation to a smaller value then the Hoare powerdomain is appropriate because the safe approximation Y to the powerdomain X contains a safe approximation to each point in X. ("<=" is written in LaTeX as \sqsubseteq).
- preadmonish — to admonish or warn beforehand