I am a Research Associate in the Geometry group at Imperial College. My main research interests are in Complex and Differential Geometry, especially I am interested in developing the use of complex Monge-Ampère operator and pluripotential theory in Kaehler geometry.
Di Nezza E, Floris E, Trapani S, Divisorial Zariski decomposition and some properties of full mass currents, Annali Della Scuola Normale Superiore Di Pisa, Classe Di Scienze, ISSN:0391-173X
Di Nezza E, Lu CH, 2017, Uniqueness and short time regularity of the weak Kähler–Ricci flow, Advances in Mathematics, Vol:305, ISSN:0001-8708, Pages:953-993
Di Nezza E, 2015, Finite Pluricomplex Energy Measures, Potential Analysis, Vol:44, ISSN:0926-2601, Pages:155-167
Di Nezza E, Lu CH, 2015, Generalized Monge–Ampère Capacities, International Mathematics Research Notices, Vol:2015, ISSN:1073-7928, Pages:7287-7322
Di Nezza E, 2014, Stability of Monge–Ampère Energy Classes, The Journal of Geometric Analysis, Vol:25, ISSN:1050-6926, Pages:2565-2589