## My Name is Romina M. Arroyo, and I am an Argentinian Math research young.

I have a Postdoc Position in Mathematics supported by a CONICET fellowship since April 2013 at Facultad de Matematica, Astronomia y Fisica (FaMAF), Universidad Nacional Cordoba (UNC) and Centro de Investigacion y Estudios de Matematica de Cordoba (CIEM). Also, I am a Graduate Assistant Instructor (JTP) at FaMAF, UNC. I received my Ph.D. on March 2013 under the direction of Jorge Lauret at FaMAF, UNC. I am interested mainly in geometric flows on homogeneous spaces. During the last years, I have studied the Ricci flow on homogeneous manifolds. More precisely, I studied the Ricci flow in homogeneous manifolds of dimension 4; the Ricci flow in a class of solvmanifolds, obtaining results about the time of definition of the flow, convergence to soliton metrics, and long-time curvature behavior; and the classification of expanding algebraic solitons in low dimensions. I am now working on the Alekseevskii conjecture in low dimensions. Besides, I am also studying the pluriclosed flow on solvmanifolds.