A microscopic model of triangular arbitrage
Y. Aiba, N. Hatano
Abstract
We introduce a microscopic model which describes the dynamics of each dealer in multiple foreign exchange markets, taking account of the triangular arbitrage transaction. The model reproduces the interaction among the markets well. We explore the relation between the parameters of the present microscopic model and the spring constant of a macroscopic model that we proposed previously.
Create a lesson
Related papers
Is higher-order physics different?
Pablo Villegas, Sandro Meloni
The dynamics of early transoceanic voyages: A resource-coupled model of crew health and survival
Nuno Crokidakis
When higher-order interactions matter: reducibility, parsimony, and microscopic organization
Alex Arenas, Federico Battiston, Andrea Gabrielli
Geography as the Organizing Grammar of Geospatial Models
Rajiv Ranjan, Shashank Tamaskar
Towards stratified sampling for redistricting plans
Zijian Wang, Gregory J. Herschlag, Joon-Hyeok Yim et al.
BanglaShop-CRS: A User-Centric Bangla Dataset for Conversational Recommendation
Tabia Tanzin Prama, Christopher M. Danforth, Peter Sheridan Dodds