TY - GEN
T1 - Herd behaviour as a source of volatility in agent expectations
AU - Bowden, M.
AU - McDonald, S.
PY - 2006
Y1 - 2006
N2 - Herd Behaviour is often cited as one of the forces behind excess volatility of stock prices as well as speculative bubbles and crashes in financial markets. This paper examines if social interaction and herd behaviour, modelled within a multi-agent framework, can explain these characteristics. The core of the model is based on the social learning literature which takes place in a small world network. We find that when the network consists entirely of herd agents then expectations become locked in an information cascade. Herd agents receive a signal, compare it with those agents with whom they are connected, and then adopt the majority position. Adding one expert agent enables the population to break the cascade as information filters from that agent to all other agents through contagion. We also find that moving from an ordered to a small world network dramatically increases the level of volatility in agent expectations and it quickly reaches a higher level (at which point increasing the randomness of the network has little effect). Increasing the influence of the experts, by increasing the number of connections from these agents, also increases volatility in the aggregate level of expectations. Finally it is found that under certain network structures herd behaviour will lead to information cascades and potentially to the formation of speculative bubbles.
AB - Herd Behaviour is often cited as one of the forces behind excess volatility of stock prices as well as speculative bubbles and crashes in financial markets. This paper examines if social interaction and herd behaviour, modelled within a multi-agent framework, can explain these characteristics. The core of the model is based on the social learning literature which takes place in a small world network. We find that when the network consists entirely of herd agents then expectations become locked in an information cascade. Herd agents receive a signal, compare it with those agents with whom they are connected, and then adopt the majority position. Adding one expert agent enables the population to break the cascade as information filters from that agent to all other agents through contagion. We also find that moving from an ordered to a small world network dramatically increases the level of volatility in agent expectations and it quickly reaches a higher level (at which point increasing the randomness of the network has little effect). Increasing the influence of the experts, by increasing the number of connections from these agents, also increases volatility in the aggregate level of expectations. Finally it is found that under certain network structures herd behaviour will lead to information cascades and potentially to the formation of speculative bubbles.
KW - Herd behaviour
KW - Information cascades
KW - Information contagion
KW - Small world networks
KW - Social learning
KW - Volatility
UR - http://www.scopus.com/inward/record.url?scp=36148989211&partnerID=8YFLogxK
U2 - 10.2495/CF060131
DO - 10.2495/CF060131
M3 - Conference contribution
AN - SCOPUS:36148989211
SN - 1845641744
SN - 9781845641740
T3 - WIT Transactions on Modelling and Simulation
SP - 129
EP - 139
BT - Computational Finance and its Applications II
T2 - 2nd International Conference on Computational Finance and its Applications, COMPUTATIONAL FINANCE 2006, CF06
Y2 - 27 June 2006 through 29 June 2006
ER -