Nanda Kishore Reddy

most citedLyapunov exponents and eigenvalues of products of random matrices

4 citations · 4 across the 1 of their papers we have counts for

collaborators

3 papers

math.PR2016★ 4 cited

Lyapunov exponents and eigenvalues of products of random matrices

Nanda Kishore Reddy

Let $X_{1}, X_{2}, \dots$ be a sequence of $i . i . d$ real (complex) $d \times d$ invertible random matrices with common distribution $μ$ and $σ_{1} (n), σ_{2} (n), \dots, σ_{d} (n)$ be the si…

math.PR2016

Hole probabilities for finite and infinite Ginibre ensembles

Kartick Adhikari, Nanda Kishore Reddy

We study the hole probabilities of the infinite Ginibre ensemble $X_{\infty}$ , a determinantal point process on the complex plane with the kernel $\mathbb K(z,w)= \frac{…

math.PR2016

Equality of Lyapunov and stability exponents for products of isotropic random matrices

Nanda Kishore Reddy

We show that Lyapunov exponents and stability exponents are equal in the case of product of $i . i . d$ isotropic(also known as bi-unitarily invariant) random matrices. We also derive…