Pure and Applied Mathematics Journal

Special Issue

Analytic Geometry in Topological Vector Spaces

  • Submission Deadline: 30 March 2016
  • Status: Submission Closed
  • Lead Guest Editor: Francisco Javier Garcia-Pacheco
About This Special Issue
The Theory of Topological Vector Spaces is one of the most intriguing and extended theories in pure mathematics. It has many applications on other areas such as Differential Geometry and Quantum Physics. Generalizations of this geometry to the scope of topological modules are also crucial to understand the analytic properties of many type of functions.

Authors are welcome to submit their valuable and original research papers to this special issue which covers the following areas (but is not limited to):

1. Inner, internal, and extremal structure of convex sets.
2. Balanced and absorbing sets and hulls.
3. Barreled spaces.
4. Differentiability of functions.
5. Applications to metric spaces and anti-proximinality.
6. Ricceri's Conjecture.
7. Extensions to topological modules.
Lead Guest Editor
  • Francisco Javier Garcia-Pacheco

    University of Cadiz, Puerto Real, Spain

Guest Editors
  • Ying Zhang

    Quantitative Research, SIG, Bala Cynwyd, United States

  • Daniele Puglisi

    Department of Mathematics and Computer Sciences, The University of Catania, Catania, Italy

  • Alejandro Miralles

    Department of Mathematics, Jaume I University, Spain

  • Clemente Cobos

    Department of Electronic Engineering, the University of Cadiz, Cadiz, Spain

  • Luis Lafuente

    Department of Mathematics, the University of Cadiz, Cadiz, Spain

  • Clemente Cobos Sánchez

    School of Engineering, University of Cadiz, Cadiz, Spain

  • Moises Villegas-Vallecillos

    Department of Mathematics, University of Cadiz, Spain