grandes-ecoles 2010 QI.C.3

grandes-ecoles · France · centrale-maths2__psi Groups Symplectic and Orthogonal Group Properties
In this question only, we assume $n = 2$. Explicitly give a vector space of dimension 2, formed of similarity matrices. Deduce from this, carefully, that $d_{2} = 2$.
In this question only, we assume $n = 2$. Explicitly give a vector space of dimension 2, formed of similarity matrices. Deduce from this, carefully, that $d_{2} = 2$.