Author(s)

Juan Martín Casillas González¹, Antonio Alatorre Torres²

¹Mathematics Department, Universidad de Guadalajara, CUCEI, Guadalajara, México.
²Physics Department, Universidad de Guadalajara, CUCEI, Guadalajara, México.

The main purpose of this work is to reproduce the method used for U.S. market which consists in the approach of random matrices to crossed correlation matrices built with financial data taken from a Mexican stock market database. First we built a cross correlation empirical matrix with these financial data. Eigenvalue spectrum was obtained from this matrix. We made the same spectrum analysis for a random matrix, and finally we compared both eigenvalue sets, and we tried to set up a hypothesis of how risk was related to this random matrix-correlation matrix approach. We used financial data over a period of six months and time series where made upon three hours measures for crossed correlation matrix.

Economical Physics, Mathematical Economy, Financial Risk, Time Series, Crossed Correlation Matrices, Random Matrix Theory, Applied Nuclear Chaos, Stock Market Problems

González, J. and Torres, A. (2015) Random Matrix Approach to Correlation Matrix of Financial Data (Mexican Stock Market Case). Modern Economy, 6, 1033-1042. doi: 10.4236/me.2015.69099.