Artificial intelligent assistant

complementer

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1
complementer
compleˈmenter Also -or. [f. as prec. + -er1, -or.] One who, or that which, complements; † formerly = complimenter.1620 E. Blount Horæ Subsec. 121 These..ceremonies, be equally tedious to the Complementer, and Complementee. 1657 Hobbes Stigmai 11 You and your Complementors. a 1680 Butler Rem. (1759) ... Oxford English Dictionary
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complimenter
complimenter (ˈkɒmplɪmɛntə(r)) [f. as prec. + -er1; cf. Fr. complimenteur.] One who compliments; a payer of compliments.[1620–1680 see complementer. 1666 Orrery State Lett. (1743) II. 63, I am the worst complimenter in the world.] 1748 Richardson Clarissa (1811) III. lxi. 338 My complimenters have t... Oxford English Dictionary
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The Court Beggar
Swain-wit is a "blunt country gentleman;" Cit-wit is "a citizen's son who supposes himself a wit," while Court-wit is a "complementer," a devoted player wikipedia.org
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IBM 1620
bases (5 to 9) unsigned number arithmetic could be performed by changing the contents of these tables, but noting that the hardware included a ten's complementer addition and subtraction in bases 2 to 4 required detailed understanding of the hardware to create a "folded" addition table that would fake out the complementer wikipedia.org
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Average degree in graph > > Let $G=(V,E)$ on at least k+1 vertices Assume for every $u\neq v \in V$ s.t. $(u,v) \notin E$ we have $deg(u)+dev(v) \geq 2k$ . Prove that the average degree is at least $k$. I tried look...
Taking sum of the condition over all edges in the complementer, $$ \sum_{(u,v)\not\in E}(\deg(u)+\deg(v)) \ge \left(\binom{n}{2}-e\right)\cdot 2k. $$ Notice
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