Quadratic hedging strategies for private equity fund payment streams

To better understand the relation between public markets and private equity, we consider quadratic hedging strategies to replicate the typical payment stream pattern associated with private equity funds by traded factors. Our methodology is inspired by the risk-minimization framework developed in fi...

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Main Author: Christian Tausch
Format: Article
Language:English
Published: KeAi Communications Co., Ltd. 2019-09-01
Series:Journal of Finance and Data Science
Online Access:http://www.sciencedirect.com/science/article/pii/S2405918819300327
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author Christian Tausch
author_facet Christian Tausch
author_sort Christian Tausch
collection DOAJ
description To better understand the relation between public markets and private equity, we consider quadratic hedging strategies to replicate the typical payment stream pattern associated with private equity funds by traded factors. Our methodology is inspired by the risk-minimization framework developed in financial mathematics and applies the componentwise L2 Boosting machine learning technique to empirically identify feasible replication strategies. The application to US venture capital fund data further draws on a stability selection procedure to enhance model sparsity. Interestingly a natural connection to the famous Kaplan and Schoar (2005) public market equivalent approach can be established. Keywords: Private equity fund, Cash flow replication, Public market equivalent, Componentwise boosting, Machine learning
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spelling doaj.art-da335a24fe2340979c84ac59e735daaa2024-04-17T04:04:59ZengKeAi Communications Co., Ltd.Journal of Finance and Data Science2405-91882019-09-0153127139Quadratic hedging strategies for private equity fund payment streamsChristian Tausch0AssetMetrix GmbH, Theresienhöhe 13, D-80339 Munich, GermanyTo better understand the relation between public markets and private equity, we consider quadratic hedging strategies to replicate the typical payment stream pattern associated with private equity funds by traded factors. Our methodology is inspired by the risk-minimization framework developed in financial mathematics and applies the componentwise L2 Boosting machine learning technique to empirically identify feasible replication strategies. The application to US venture capital fund data further draws on a stability selection procedure to enhance model sparsity. Interestingly a natural connection to the famous Kaplan and Schoar (2005) public market equivalent approach can be established. Keywords: Private equity fund, Cash flow replication, Public market equivalent, Componentwise boosting, Machine learninghttp://www.sciencedirect.com/science/article/pii/S2405918819300327
spellingShingle Christian Tausch
Quadratic hedging strategies for private equity fund payment streams
Journal of Finance and Data Science
title Quadratic hedging strategies for private equity fund payment streams
title_full Quadratic hedging strategies for private equity fund payment streams
title_fullStr Quadratic hedging strategies for private equity fund payment streams
title_full_unstemmed Quadratic hedging strategies for private equity fund payment streams
title_short Quadratic hedging strategies for private equity fund payment streams
title_sort quadratic hedging strategies for private equity fund payment streams
url http://www.sciencedirect.com/science/article/pii/S2405918819300327
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