approximation. A feedback model for financial markets is proposed, in which the control action is an agent’s decision based on his beliefs of the price dynamics and his behavior reflecting his attitude, such as risk aversion or risk preference. An adaptation mechanism is described and the condition for equilibrium is formulated as a, typically non-linear, fixed point problem for operators. A data driven stochastic approximation procedure is given for the on-line tuning of the predictor to achieve equilibrium. Simulation results are also presented.
Black-Scholes (BS) is a remarkable quotation model for European option pricing in financial markets....
In this paper we introduce a calibration procedure for validating of agent based models. Starting fr...
Black-Scholes (BS) is the standard mathematical model for option pricing in financial markets. Optio...
Stock exchanges are modelled as nonlinear feedback systems where the plant dynamics is defined by kn...
We describe the development and calibration of a hybrid agent-based dynamical systems model of the s...
The R code explores the calibration and simulation of the Farmer and Joshi (2002) agent-based model ...
This article advocates a theory of expectation formation that incorporates many of the central motiv...
We discuss the theoretical machinery involved in predicting financial market movements using an arti...
We study asset pricing dynamics in artificial financial markets model. The financial market is popul...
Knowledge of dynamic properties of processes, that take place in finance is important in application...
This paper presents a simulative model of a financial market, based on a fully operating order book ...
We discuss the theoretical machinery involved in predicting financial market movements using an arti...
Black-Scholes (BS) is a remarkable quotation model for European option pricing in financial markets....
Abstract:- A critical issue in financial markets ’ research is the debate between the academic ortho...
In this paper we introduce a calibration procedure for validating of agent based models. Starting fr...
Black-Scholes (BS) is a remarkable quotation model for European option pricing in financial markets....
In this paper we introduce a calibration procedure for validating of agent based models. Starting fr...
Black-Scholes (BS) is the standard mathematical model for option pricing in financial markets. Optio...
Stock exchanges are modelled as nonlinear feedback systems where the plant dynamics is defined by kn...
We describe the development and calibration of a hybrid agent-based dynamical systems model of the s...
The R code explores the calibration and simulation of the Farmer and Joshi (2002) agent-based model ...
This article advocates a theory of expectation formation that incorporates many of the central motiv...
We discuss the theoretical machinery involved in predicting financial market movements using an arti...
We study asset pricing dynamics in artificial financial markets model. The financial market is popul...
Knowledge of dynamic properties of processes, that take place in finance is important in application...
This paper presents a simulative model of a financial market, based on a fully operating order book ...
We discuss the theoretical machinery involved in predicting financial market movements using an arti...
Black-Scholes (BS) is a remarkable quotation model for European option pricing in financial markets....
Abstract:- A critical issue in financial markets ’ research is the debate between the academic ortho...
In this paper we introduce a calibration procedure for validating of agent based models. Starting fr...
Black-Scholes (BS) is a remarkable quotation model for European option pricing in financial markets....
In this paper we introduce a calibration procedure for validating of agent based models. Starting fr...
Black-Scholes (BS) is the standard mathematical model for option pricing in financial markets. Optio...