<p>A simple way to define an evaluation code is as a linear code that depends on a set of functions and a set of points. The evaluation code is obtained when the functions are evaluated on the points. One of the most classical examples is a Reed-Solomon code. In this talk we will see how evaluation codes can be studied using basic tools of commutative algebra. Then we will focus on a family of evaluation codes known as Cartesian codes. We will study how they are defined and some of its applications to LCD codes, quantum codes, and locally recoverable codes.</p>

<p>El seminario tendrá lugar en Webex:<br>Número de reunión: 137 200 6870<br><a href="https://profevirtual.webex.com/profevirtual/j.php?MTID=m778fd93d943105166eb86b62306d34f3">https://profevirtual.webex.com/profevirtual/j.php?MTID=m778fd93d943105166eb86b62306d34f3</a></p><p><br>Para participar y recibir la contraseña de la reunión se necesita registro: <a href="https://forms.gle/sYzJW1uEdCtef4VX8">https://forms.gle/sYzJW1uEdCtef4VX8</a></p>