Hyperbolic groups were introduced by Mikhail Gromov in the 80s by considering the geometry of Cayley

In my talk I intend to present a survey of some classical and recent results on algebraic surfaces w

In this work we give a characterization of Teter rings using the Macaulay inverse system. From this

We present a new method for classifying naturally reductive homogeneous spaces -- i.e. homogeneous R

   According to the celebrated Trisecant Lemma, a general projection of a smooth algebraic curve

Consider a complete intersection $X=Q_0 \cap Q_1$ of two quadrics in $\mathbb P^5.$ Choose a line $L

In this talk I will use a long exact sequence (after recalling its construction) relating the Legend

We propose an extension of Heegaard Floer homology to contact manifolds of higher dimensions based

It is well known that, in dimension three, every tight contact structure on a connected sum is a con

Hyperbolic groups were introduced by Mikhail Gromov in the 80s by considering the geometry of Cayley