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As we know, the results in this paper are the first integral one for optimal dividends due to the use of the PDE technique.
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They obtained the optimal dividend policy.
We aim to investigate the behaviors of the free boundary and optimal dividend policy.
Fan and Sundaresan [8] and Gryglewicz [9] study the optimal dividend policy.
The regularity of the value function and the optimal dividend policy are studied as well.
we prove that the solution is increasing with the aggregate payout ratio and obtain the optimal dividend policy.
This article examines the value of equity, optimal bankruptcy boundary, and optimal dividend policy in a continuous-time framework with finite time maturity.
For comparison, let us first recall the results in [10] where the authors do not take the optimal dividend policy into account.
In this paper, we aim to develop a continuous-time model for the finite horizon corporate equity, provide a theoretical analysis of the behaviors of the optimal bankruptcy boundary, and obtain the optimal dividend policy.
We give a rigorous derivation of variational inequality (2.6) by stochastic analysis (Section 2). 2. We prove that the value of equity is increasing with the aggregate payout ratio δ and obtaining the optimal dividend policy (Section 3). 3.
In this paper, we study the value of equity, optimal bankruptcy and dividend policy in a continuous-time framework with finite time maturity.
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