A speculative agent with prospect theory preference chooses the optimal time to purchase and then to sell an indivisible risky asset to maximise the expected utility of the round-trip profit net of transaction costs. The optimisation problem is formulated as a sequential optimal stopping problem, and we provide a complete characterisation of the solution. Depending on the preference and market parameters, the optimal strategy can be “buy and hold”, “buy low, sell high”, “buy high, sell higher” or “no trading”. Behavioural preference and market friction interact in a subtle way which yields surprising implications on the agent’s trading patterns. For example, increasing the market entry fee does not necessarily curb speculative trading, but ...
The stochastic properties of prices in a speculative market are investigated. Agents in the market s...
International audienceThe main objective of this paper is to address, in an a continuous-time framew...
We present a model where it can be optimal for rational informed speculators/arbitragers to ride the...
A speculative agent with Prospect Theory preference chooses the optimal time to purchase and then to...
This thesis is a collection of three individual works on dynamic economic decision problems which go...
We study a set of optimal stopping problems arising from three branches from within the field of Beh...
An agent-based model of a simple financial market with arbitrary number of traders having relatively...
In this paper we study a continuous-time, optimal stopping model of an asset sale with prospect theo...
We derive a closed-form solution to a continuous-time optimal portfolio selection problem with retur...
In this article we consider a special case of an optimal consumption/optimal portfolio problem first...
This paper focuses on optimal investment strategies under cumulative prospect theory (CPT). Consider...
We study a portfolio selection problem where a player attempts to maximise a utility function that r...
We study equilibrium trading strategies, market liquidity, and price efficiency in an economy in whi...
We study the problem of optimal timing to buy/sell derivatives by a risk-averse agent in incomplete...
We present a model where it can be optimal for rational informed speculators/arbitragers to ride the...
The stochastic properties of prices in a speculative market are investigated. Agents in the market s...
International audienceThe main objective of this paper is to address, in an a continuous-time framew...
We present a model where it can be optimal for rational informed speculators/arbitragers to ride the...
A speculative agent with Prospect Theory preference chooses the optimal time to purchase and then to...
This thesis is a collection of three individual works on dynamic economic decision problems which go...
We study a set of optimal stopping problems arising from three branches from within the field of Beh...
An agent-based model of a simple financial market with arbitrary number of traders having relatively...
In this paper we study a continuous-time, optimal stopping model of an asset sale with prospect theo...
We derive a closed-form solution to a continuous-time optimal portfolio selection problem with retur...
In this article we consider a special case of an optimal consumption/optimal portfolio problem first...
This paper focuses on optimal investment strategies under cumulative prospect theory (CPT). Consider...
We study a portfolio selection problem where a player attempts to maximise a utility function that r...
We study equilibrium trading strategies, market liquidity, and price efficiency in an economy in whi...
We study the problem of optimal timing to buy/sell derivatives by a risk-averse agent in incomplete...
We present a model where it can be optimal for rational informed speculators/arbitragers to ride the...
The stochastic properties of prices in a speculative market are investigated. Agents in the market s...
International audienceThe main objective of this paper is to address, in an a continuous-time framew...
We present a model where it can be optimal for rational informed speculators/arbitragers to ride the...