Giacomo Maletto

Hi! I am a doctoral student at KTH under the supervision of Sandra Di Rocco. My main interests are metric and real algebraic geometry, often involving computational aspects.

My current projects are:

• Rigid isotopy classification of configurations of 3 ellipsoids in space with transversal intersection (with Alex Dunbar): we begin a classification of triplets of ellipsoids in space intersecting transversally, by looking at the associated spectral curve, which is a quartic planar curve that intersects the axes transversally, and studying it combinatorially.
• Polynomials obtainable through n multiplications (with Gustaf Lorentzon): motivated by a problem in numerical analysis, we study which polynomials can be obtained through a fixed number of multiplications and how.
• Relative Euclidean Distance Degree and various other generalisations of EDD.