Счастливы когда-нибудь. Пол Долан

Счастливы когда-нибудь

Journal of Economic Behavior & Organization, 143, 78–97.

35

Agarwal, S., Mikhed, V. and Scholnick, B. (2016), Does Inequality Cause Financial Distress? Evidence from Lottery Winners and Neighboring Bankruptcies. Federal Reserve Bank of Philadelphia Working Paper No. 16–4.

36

Winkelmann, R. (2012), Conspicuous consumption and satisfaction. Journal of Economic Psychology, 33 (1), 183–91.

37

O’Brien, E., Kristal, A. C., Ellsworth, P. C. and Schwarz, N. (2018), (Mis) imagining the good life and the bad life: envy and pity as a function of the focusing illusion. Journal of Experimental Social Psychology, 75, 41–53.

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