Crossword Solver > found answer > MORIDOMAIN (mori domain)

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moridomain

mori domain

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The answer MORIDOMAIN (mori domain) has 0 possible clue(s) in existing crosswords.

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The word MORIDOMAIN (mori domain) is NOT valid in any word game. (Sorry, you cannot play MORIDOMAIN (mori domain) in Scrabble, Words With Friends etc)

There are 10 letters in MORIDOMAIN ( A1D2I1M3N1O1R1 )

To search all scrabble anagrams of MORIDOMAIN, to go: MORIDOMAIN?

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8 letters out of MORIDOMAIN

AMMONOID

7 letters out of MORIDOMAIN

AMORINI AMORINO DOORMAN MADRONO MIDIRON

6 letters out of MORIDOMAIN

AMIDIN AMMINO AMMONO DAIMIO DAIMON DIAMIN DOMAIN DOMINO DORMIN DROMON INDOOR INROAD MAROON MIDAIR MINIMA MOIRAI MORION NIMROD ORDAIN RANDOM RODMAN ROMANO

5 letters out of MORIDOMAIN

ADORN AMIDO AMINO AMNIO ANDRO ANIMI AROID DANIO DINAR DIRAM DONOR DRAIN IDIOM IMIDO IMINO INARM INDRI IODIN MANOR MINIM MINOR MIRIN MOIRA MONAD MONDO MORON NADIR NOMAD NOMOI NORIA OIDIA RADII RADIO RADON RANID ROMAN RONDO

4 letters out of MORIDOMAIN

AIRN AMID AMIN AMIR AMMO ARID DAMN DARN DINO DONA DOOM DOOR DORM DRAM IMAM IMID INIA INRO IRID IRON MAID MAIM MAIN MAIR MANO MIDI MINA MIND MINI MIRI MOAN MODI MOMI MONO MOOD MOON MOOR MORA MORN NAOI NARD NIDI NODI NOIR NOMA NORI NORM ODOR ORAD ORDO RAID RAIN RAMI RAND RANI RIND ROAD ROAM ROAN ROOD ROOM

3 letters out of MORIDOMAIN

ADO AID AIM AIN AIR AMI AND ANI ARM DAM DAN DIM DIN DOM DON DOR ION MAD MAN MAR MID MIM MIR MOA MOD MOM MON MOO MOR NAM NIM NOD NOM NOO NOR OAR ODA ONO ORA RAD RAI RAM RAN RIA RID RIM RIN ROD ROM

2 letters out of MORIDOMAIN

AD AI AM AN AR DO ID IN MA MI MM MO NA NO OD OI OM ON OR

Searching in Dictionaries ...

Definitions of mori domain in various dictionaries:

MORI DOMAIN - In algebra, a Mori domain, named after Yoshiro Mori by Querré (1971, 1976), is an integral domain satisfying the ascending chain condition on integr...

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Mori domain description
In algebra, a Mori domain, named after Yoshiro Mori by Querré (1971, 1976), is an integral domain satisfying the ascending chain condition on integral divisorial ideals. Noetherian domains and Krull domains both have this property. A commutative ring is a Krull domain if and only if it is a Mori domain and completely integrally closed. A polynomial ring over a Mori domain need not be a Mori domain. Also, the complete integral closure of a Mori domain need not be a Mori (or, equivalently, Krull) domain.
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