Utility maximization in a stochastic affine interest rate and CIR risk premium framework : a BSDE approach
Year of publication: |
2023
|
---|---|
Authors: | Zhang, Yumo |
Published in: |
Decisions in economics and finance : a journal of applied mathematics. - Milano : Springer Italia, ISSN 1129-6569, ZDB-ID 2023516-1. - Vol. 46.2023, 1, p. 97-128
|
Subject: | Affine diffusion process | Backward stochastic differential equation | CIR risk premium | Logarithmic utility | Power utility | Risikoprämie | Risk premium | Stochastischer Prozess | Stochastic process | Zinsstruktur | Yield curve | Zins | Interest rate | Optionspreistheorie | Option pricing theory | Nutzen | Utility | Analysis | Mathematical analysis |
-
Asset pricing with non-geometric type of dividends
Yamazaki, Akira, (2015)
-
Heat kernel models for asset pricing
Macrina, Andrea, (2014)
-
Lévy-Vasicek models and the long-bond return process
Brody, Dorje C., (2018)
- More ...
-
Dynamic optimal mean-variance portfolio selection with a 3/2 stochastic volatility
Zhang, Yumo, (2021)
-
Zhang, Yumo, (2022)
-
Zhang, Yumo, (2022)
- More ...