## Alan Sola |

Centre for Mathematical Sciences

University of Cambridge

Wilberforce Road

Cambridge CB3 0WB

UK

Email: a (dot) sola (no spam please) statslab.cam.ac.uk

Office: D2.03

and applications in mathematical physics. More specifically, I have worked on

- Planar random aggregation and Laplacian growth models
- Conformal mapping and harmonic measures
- Hardy, Bergman, and Dirichlet spaces in one and several complex variables
- Random polynomials and their zeros
- Algebraic varieties and their relationship with function theory

- Dirichlet-type spaces, Riesz capacities, and cyclic vectors in the unit ball of C^2 (Preliminary version.)
- (w/ C. Bénéteau, G. Knese, Ł. Kosiński, C. Liaw, and D. Seco) Cyclic polynomials in two variables
- (w/ F. Johansson Viklund and A. Turner)
Small-particle limits in a regularized Laplacian random growth model
*Communications in Mathematical Physics*, published online. - (w/ C. Bénéteau, A.A. Condori, C. Liaw, and D. Seco) Cyclicity in Dirichlet-type spaces and extremal polynomials II: functions on the bidisk
- (w/ C. Bénéteau, A.A. Condori, C. Liaw, and D. Seco)
Cyclicity in Dirichlet-type spaces and
extremal polynomials
*Journal d'Analyse Mathématique*, to appear.

- Michaelmas 2014: Advanced Probability (Part III Course), Probability and Measure (Part II Course)

The opinions, findings, and conclusions or recommendations expressed here do not necessarily reflect the views of the University.