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Some Solvable Portfolio Problems with Quadratic and Collective Objectives


Esben Masotti Kryger


University of Copenhagen

Mogens Steffensen


University of Copenhagen

March 23, 2010


Abstract:     
We present a verification result for a general class of portfolio problems, where the standard dynamic programming principle does not hold. Explicit solutions to a series of cases are provided. They include dynamic mean-standard deviation, endogenous habit formation for quadratic utility, and group utility. The latter is defined by adding up the certainty equivalents of the group members, and the problem is solved for exponential and power utility.

Number of Pages in PDF File: 25

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Date posted: March 28, 2010  

Suggested Citation

Kryger, Esben Masotti and Steffensen, Mogens, Some Solvable Portfolio Problems with Quadratic and Collective Objectives (March 23, 2010). Available at SSRN: http://ssrn.com/abstract=1577265 or http://dx.doi.org/10.2139/ssrn.1577265

Contact Information

Esben Masotti Kryger
University of Copenhagen ( email )
Solbjerg Plads 3
Copenhagen, DK-1455
Denmark
Mogens Steffensen (Contact Author)
University of Copenhagen ( email )
Universitetsparken 5
DK-2100 Copenhagen
Denmark
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