Optimal execution with dynamic risk adjustment

Optimal Execution with Dynamic Order Flow Imbalance

We examine optimal execution models that take into account both market microstructure impact and informational costs. Informational footprint is related to order flow and is represented by the trader’s influence on the flow imbalance process, while microstructure influence is captured by instantaneous price impact. We propose a continuous-time stochastic control problem that balances between th...

What Is Optimal Risk Adjustment ?

Prevention and Dynamic Risk Adjustment

Risk adjustment deters selection and helps to assure fair and efficient payments among health insurers or capitated provider groups. However, since conventional risk adjustment allocates funds among insurers or regions according to current population health status, it does not reward — indeed, it penalizes — provider preventive efforts that improve population health. This prevention penalty of ...

Optimal risk adjustment with adverse selection and spatial competition.

Paying insurers risk-adjusted prices for covering different individuals can correct selection incentives and induce the market to provide optimal insurance policies. To calculate the optimal risk-adjusted prices we need to know (a) what the optimal policies are; (b) how much they cost; and (c) how competitive the market is. We examine these issues in a model with spatial heterogeneity and adver...

Optimal Portfolio Liquidation with Execution Cost and Risk

We study the optimal portfolio liquidation problem over a finite horizon in a limit order book with bid-ask spread and temporary market price impact penalizing speedy execution trades. We use a continuous-time modeling framework, but in contrast with previous related papers (see e.g. [28] and [29]), we do not assume continuous-time trading strategies. We consider instead real trading that occur...