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From Lojban to English :
Word: nonsmipi'i [jbovlaste] Type: lujvo Gloss Word: zero-divisor in the sense of "ring element x such that there exists a ring element y such thar xy=0 in the ring, for a given fixed ring and the underlying set thereof (pedantically)" Definition: $x1$ is a zero-divisor partnered with element(s) $x2$ in structure/ring $x3$ Notes: x1 and x2 are elements of the set underlying x3 and x1*x2=0 in this structure x3 (where "0" denotes the 'additive' identity of the structure ("addition" merely being (one of) its commutative group operation(s))); the aforementioned partnership is so defined. Unlike many textbook definitions, this definition still allows such 0 to itself be a zero-divisor ((so partnered) with any element in the set underlying x3) in x3. See also: narnonsmikemnonsmipi'i