Relational incentive contracts with persistent private information

This paper investigates relational incentive contracts with a continuum of privately observedagent types that are persistent over time. For a sufficiently productive relationship,a pooling contract exists in which all agent types continuing the relationshipchoose the same action. Necessary and suffi...

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Main Author: Malcomson, J
Format: Working paper
Published: University of Oxford 2012
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author Malcomson, J
author_facet Malcomson, J
author_sort Malcomson, J
collection OXFORD
description This paper investigates relational incentive contracts with a continuum of privately observedagent types that are persistent over time. For a sufficiently productive relationship,a pooling contract exists in which all agent types continuing the relationshipchoose the same action. Necessary and sufficient conditions are given for some separationto be feasible; the parties can then do better than with full pooling. When futureactions are optimal, however, separation of all types is not possible; the finest separationachievable is into partitions each containing a non-degenerate interval of types.Separation always involves lower output initially than after separation has occurred.
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spelling oxford-uuid:3332eba9-1242-4655-b58f-e4f32ecd52182022-03-26T13:18:54ZRelational incentive contracts with persistent private informationWorking paperhttp://purl.org/coar/resource_type/c_8042uuid:3332eba9-1242-4655-b58f-e4f32ecd5218Bulk import via SwordSymplectic ElementsUniversity of Oxford2012Malcomson, JThis paper investigates relational incentive contracts with a continuum of privately observedagent types that are persistent over time. For a sufficiently productive relationship,a pooling contract exists in which all agent types continuing the relationshipchoose the same action. Necessary and sufficient conditions are given for some separationto be feasible; the parties can then do better than with full pooling. When futureactions are optimal, however, separation of all types is not possible; the finest separationachievable is into partitions each containing a non-degenerate interval of types.Separation always involves lower output initially than after separation has occurred.
spellingShingle Malcomson, J
Relational incentive contracts with persistent private information
title Relational incentive contracts with persistent private information
title_full Relational incentive contracts with persistent private information
title_fullStr Relational incentive contracts with persistent private information
title_full_unstemmed Relational incentive contracts with persistent private information
title_short Relational incentive contracts with persistent private information
title_sort relational incentive contracts with persistent private information
work_keys_str_mv AT malcomsonj relationalincentivecontractswithpersistentprivateinformation