Speaker
Dr
Victor Saul Basto-Gonzalez
(Universidad de Pamplona)
Description
In a model where the right-handed neutrinos can propagate in a large compactified extra dimension and where the left-handed neutrinos are confined to a 4-dimensional spacetime, the oscillation probability in this model is $P_{\alpha\beta}=|\sum_{k=1}^3U^{\alpha k} U^{\beta k *} A_k|^2$, where $A_k=A_k(L,E_\nu,R_{LED}) = \sum_{n=0}^\infty (L_k^{0n})^2\exp(iL\lambda_k^{(n)2}/2E_\nu R^2)$. In this poster, I will show an approximation of this probability and, through figures, I will compare it with the probability of standard oscillation for different baselines to understand the different terms that make up this approximation.
Primary author
Dr
Victor Saul Basto-Gonzalez
(Universidad de Pamplona)
