Regular biography
Dr Behrouz Taji is a Senior Lecturer in the School of Mathematics and Statistics at The University of New South Wales. His research focuses on algebraic geometry, particularly the interactions between birational geometry, Hodge theory, moduli spaces, and canonical metrics. He holds a PhD from McGill University (2014) and previously completed Part III in Pure Mathematics at the University of Cambridge (2008) and an MSci in Mathematics at Imperial College London (2007). Dr Taji's work includes contributions to the study of birational properties of base spaces, uniformisation of minimal varieties, and Chern class inequalities for non-uniruled projective varieties.
Scholar-generated biography
Behrouz Taji is a researcher in Algebraic Geometry, focusing on the study of canonical models, moduli spaces, and hyperbolicity of varieties. His work explores the Miyaoka-Yau inequality, orbifold stability, and uniformisation of higher-dimensional minimal varieties. Taji investigates the birational geometry of families of varieties, Chern class inequalities, and the Kodaira dimension of base spaces. His research also addresses nonabelian Hodge theory for klt spaces, harmonic metrics on Higgs sheaves, and the isotriviality of smooth families over special bases. These studies contribute to understanding the positivity properties of algebraic varieties and their geometric structures.