| fr commutable (a) |
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| en commutative ring (n) |
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| en abelian (a) |
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| en intercommuting (a) |
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| en cocontinuous (a) |
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| sv kommutera (v) |
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| en commutatively (r) |
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| en commutative (a) |
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| en algebra (n) |
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| en commutative (a) |
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| en grothendieck group (n) |
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| en commutative (a) |
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| fi vaihdannainen (a) |
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| pt comutativo (a) |
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| en commutative (a) |
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| en cocommutative (a) |
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| sv kommutator (n) |
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| en supergeometry (n) |
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| en abelian group (n) |
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| en additive group (n) |
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| en commute (v) |
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| en anticommutative (a) |
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| sv kommutativ (a) |
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| fi vaihdannaisuus (n) |
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| en commutativity (n) |
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| en t norm (n) |
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| en integral element (n) |
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| en abelian algebra (n) |
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| en commutative (a) |
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| en commutativeness (n) |
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| en commutative (a) |
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| en seminormal (a) |
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| fi kommutatiivinen (a) |
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Weight: 1.0
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| de kommutativ (a) |
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| it commutativo (a) |
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| es conmutativo (a) |
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| en commutative (a) |
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| fr commutatif (a) |
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| cs komutativní (a) |
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| en radical (n) |
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| en jordan algebra (n) |
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| en supernumber (n) |
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| pl przemienny (a) |
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| da kommutativ (a) |
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| en commutative algebra (n) |
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Weight: 1.0
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| en paraproduct (n) |
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Weight: 1.0
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| cs komutativní těleso (n) |
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