Principal-ideal
noun, Mathematics.
1.
the smallest ideal containing a given element in a ring; an ideal in a ring with a multiplicative identity, obtained by multiplying each element of the ring by one specified element.
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noun, Mathematics. 1. a commutative integral domain with multiplicative identity in which every ideal is principal.
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[prin-suh-pal-i-tee] /ˌprɪn səˈpæl ɪ ti/ noun, plural principalities. 1. a state ruled by a prince, usually a relatively small state or a state that falls within a larger state such as an empire. 2. the position or authority of a prince or chief ruler; sovereignty; supreme power. 3. the rule of a prince of a […]
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[prin-suh-pal-i-tee] /ˌprɪn səˈpæl ɪ ti/ noun, plural principalities. 1. a state ruled by a prince, usually a relatively small state or a state that falls within a larger state such as an empire. 2. the position or authority of a prince or chief ruler; sovereignty; supreme power. 3. the rule of a prince of a […]
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adverb 1. chiefly; mainly. adverb 1. mainly or most importantly
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noun 1. a grade of nurse concerned with administration in the British National Health Service