F. García Castaño, M. Á. Melguizo Padial, G. Parzanese
The concept of cone plays an important role in vector optimization. Some properties of cones have been extensively studied in the settings of normed spaces and locally convex spaces. In this talk, we will see some new results regarding cones (in locally convex spaces) that have weak property ($\pi$). We will also compare them with their corresponding versions for normed spaces.
Palabras clave: cones, weak property $\pi$, base for a cone, denting point, point of continuity
Programado
GT11 Optimización Continua IV
10 de junio de 2022 10:10
A12
