Definition of Left ideal

1. Noun. (algebra) A subring which is closed under left-multiplication by any element of the ring. ¹

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Left Ideal Pictures

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Lexicographical Neighbors of Left Ideal

left gastro-omental artery
left gastro-omental nodes
left gastroepiploic artery
left gastroepiploic lymph nodes
left gastroepiploic vein
left gastroomental vein
left hand
left hander
left heart
left hemisphere
left hepatic artery
left hepatic duct
left hepatic veins
left hooker
left ideal (current term)
left identity
left inferior pulmonary vein
left inverse
left inverses
left lateral
left lobe
left lobe of liver
left lumbar lymph nodes
left lung segments
left main bronchus
left one's options open
left out
left ovarian vein
left over

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