equilibrium asset pricing
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Author(s):  
Martin Herdegen ◽  
Johannes Muhle-Karbe ◽  
Dylan Possamaï

AbstractWe study risk-sharing economies where heterogeneous agents trade subject to quadratic transaction costs. The corresponding equilibrium asset prices and trading strategies are characterised by a system of nonlinear, fully coupled forward–backward stochastic differential equations. We show that a unique solution exists provided that the agents’ preferences are sufficiently similar. In a benchmark specification with linear state dynamics, the empirically observed illiquidity discounts and liquidity premia correspond to a positive relationship between transaction costs and volatility.



Author(s):  
JOÃO F. GOMES ◽  
LUKAS SCHMID


2020 ◽  
Author(s):  
Nicole Branger ◽  
Patrick Konermann ◽  
Christoph Meinerding ◽  
Christian Schlag

Abstract Directed links in cash flow networks affect the cross-section of risk premia through three channels. In a tractable consumption-based equilibrium asset pricing model, we obtain closed-form solutions that disentangle these channels for arbitrary directed networks. First, shocks that can propagate through the economy command a higher market price of risk. Second, shock-receiving assets earn an extra premium since their valuation ratios drop upon shocks in connected assets. Third, a hedge effect pushes risk premia down: when a shock propagates through the economy, an asset that is unconnected becomes relatively more attractive and its valuation ratio increases.



Author(s):  
Martin Herdegen ◽  
Johannes Muhle-Karbe ◽  
Dylan Possamaï


2019 ◽  
Author(s):  
Winston Dou ◽  
Yan Ji ◽  
Wei Wu


2018 ◽  
Vol 32 (9) ◽  
pp. 3667-3723 ◽  
Author(s):  
Lieven Baele ◽  
Joost Driessen ◽  
Sebastian Ebert ◽  
Juan M Londono ◽  
Oliver G Spalt

Abstract We develop a tractable equilibrium asset pricing model with cumulative prospect theory (CPT) preferences. Using GMM on a sample of U.S. equity index option returns, we show that by introducing a single common probability weighting parameter for both tails of the return distribution, the CPT model can simultaneously generate the otherwise puzzlingly low returns on both out-of-the-money put and out-of-the-money call options as well as the high observed variance premium. In a dynamic setting, probability weighting and time-varying equity return volatility combine to match the observed time-series pattern of the variance premium. Received May 30, 2017; editorial decision August 10, 2018 by Editor Andrew Karolyi.



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