Fecha: 27/02/2019 17:00
Lugar: Seminario del IMUVa, Edificio LUCIA
Grupo: G.I.R. SINGACOM y TAAMC
We will show how we glue two monomial curves $A$ and $B$ to get a monomial curve $C$. This notion of gluing due to Delorme and Rosales arose from a generalization of the well known structure theorems for space monomial curves. Then we use mapping cylinders to build the resolution of $C$ from those of $A$ and $B$. This explicit construction then yields many formulae for the invariants of $C$ in terms of the invariants of $A$ and $B$. This is joint work with Philippe Gimenez.