[HTML][HTML] Optimal control of stochastic hybrid system with jumps: a numerical approximation
BZ Temoçin, GW Weber - Journal of Computational and Applied …, 2014 - Elsevier
The generalized class of stochastic hybrid systems consists of models with regime changes
including the occurrence of impulsive behavior. In this paper, the stochastic hybrid …
including the occurrence of impulsive behavior. In this paper, the stochastic hybrid …
On the bailout dividend problem for spectrally negative Markov additive models
This paper studies the bailout optimal dividend problem with regime switching under the
constraint that the cumulative dividend strategy is absolutely continuous. We confirm the …
constraint that the cumulative dividend strategy is absolutely continuous. We confirm the …
A survey of numerical solutions for stochastic control problems: Some recent progress
This paper presents a survey on some of the recent progress on numerical solutions for
controlled switching diffusions. We begin by recalling the basics of switching diffusions and …
controlled switching diffusions. We begin by recalling the basics of switching diffusions and …
Equilibrium dividend strategy with non-exponential discounting in a dual model
Y Li, Z Li, Y Zeng - Journal of Optimization Theory and Applications, 2016 - Springer
This paper studies an optimal dividend problem for a company with non-exponential
discounting. The surplus process is described by a dual model, and the target is to find a …
discounting. The surplus process is described by a dual model, and the target is to find a …
[PDF][PDF] Optimal investment and dividend for an insurer under a Markov regime switching market with high gain tax.
L Xu, D Yao, G Cheng - Journal of Industrial & Management …, 2020 - researchgate.net
This study examines the optimal investment and dividend problem for an insurer with CRRA
preference. The insurer's goal is to maximize the expected discounted accumulated utility …
preference. The insurer's goal is to maximize the expected discounted accumulated utility …
[HTML][HTML] Forward–backward stochastic differential games for optimal investment and dividend problem of an insurer under model uncertainty
Y Wang, L Wang - Applied Mathematical Modelling, 2018 - Elsevier
We consider optimal investment and dividend problem of an insurer, where the insurer
decides dividend payment policy and invests his surplus into the financial market to manage …
decides dividend payment policy and invests his surplus into the financial market to manage …
Optimal Timing of Business Conversion for Solvency Improvement
P Li, M Zhou - Acta Mathematicae Applicatae Sinica, English Series, 2024 - Springer
In this paper, we study the optimal timing to convert the risk of business for an insurance
company in order to improve its solvency. The cash flow of company evolves according to a …
company in order to improve its solvency. The cash flow of company evolves according to a …
Necessary and sufficient optimality conditions for regular–singular stochastic differential games with asymmetric information
We consider a class of regular–singular stochastic differential games arising in the optimal
investment and dividend problem of an insurer under model uncertainty. The information …
investment and dividend problem of an insurer under model uncertainty. The information …
A hybrid deep learning method for controlled stochastic Kolmogorov systems with regime-switching
In this paper, we employ numerical methods based on deep learning algorithms for solving
controlled stochastic Kolmogorov systems with regime-switching. Different from classical …
controlled stochastic Kolmogorov systems with regime-switching. Different from classical …
Risk management of guaranteed minimum benefits under a regime-switching jump-diffusion model
W Hu, T Pang - Numerical Algebra, Control and Optimization, 2024 - aimsciences.org
In this paper, we consider some pricing methods and hedging strategies of Guaranteed
Minimum Benefits (GMBs) in actuarial science and we extend the existing framework by …
Minimum Benefits (GMBs) in actuarial science and we extend the existing framework by …