Business, 07.03.2020 01:40 sierram298
Consider two-sided, one-to-one matching between three women (Xena, Yasmeen, and Zelda) and three men (Arnie, Barney, and Calvin). Their ranking are as follows:
Arnie: Xena, Yasmeen, Zelda, Arnie
Barney: Yasmeen, Zelda, Barney, Xena
Calvin: Xena, Zelda, Calvin, Yasmeen
Xena: Arnie, Barney, Calvin, Xena
Yasmeen: Barney, Calvin, Arnie, Yasmeen
Zelda: Barney, Arnie, Zelda, Calvin
Which of the following matchings is efficient?
Arnie:Xena, Barney:Barney, Calvin:Zelda, Yasmeen:Yasmeen
Arnie:Arnie, Barney:Barney, Calvin:Zelda, Xena:Xena, Yasmeen:Yasmeen
Arnie:Yasmeen, Barney:Xena, Calvin:Zelda
Arnie:Yasmeen, Barney:Xena, Calvin:Calvin, Zelda:Zelda
Arnie:Xena, Barney:Yasmeen, Calvin:Zelda
Answers: 3
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Consider two-sided, one-to-one matching between three women (Xena, Yasmeen, and Zelda) and three men...
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