Geometry of the Unit Sphere in Polynomial Spaces

Chapter. 1. Introduction.- Chapter. 2. Polynomials of degree.- Chapter. 3. Spaces of trinomials.- Chapter. 4. Polynomials on nonsymmetric convex bodies.- Chapter. 5. Sequence Banach spaces.- Chapter. 6. Polynomials with the hexagonal and octagonal norms.- Chapter. 7. Hilbert spaces.- Chapter. 8. Banach spaces.- Chapter. 9. Applications.

Jesús Ferrer was a professor of mathematics at the University of Valencia, Spain. Before that, he got a position as a high school teacher at the Gregori Maians Institute of Oliva, Spain. His main research interests included general topology, zeroes of polynomials in Banach spaces, and fixed point theory. He died in February 2022.
Domingo García is a professor of mathematics at the University of Valencia, Spain. He spent two sabbatical years at Universidade Estadual de Campinas, Brazil, in 1993 and Kent State University, USA, in the academic year 2004-05, respectively. He has an extensive research related to Banach space theory, specifically in norm attaining operators, Dirichlet series, and holomorphic functions. He has been both plenary and invited speakers at several international conferences and is the author of more than 100 publications, including one book.
Manuel Maestre got his  Ph.D. at the Universidad de Valencia (Spain)  in 1982. He is corresponding academician of the Academy of Sciences of Madrid and editor of journals of mathematics.    His main interests include functional analysis, and complex analysis in finite and infinite dimensions.  He is the author of over 120 scientific publications, including several books. Currently he is a professor of mathematics at Universidad de Valencia  (Spain).
Gustavo A. Mun oz received his Ph.D. in Mathematics in 1999 from the Complutense University of Madrid (Spain), where he currently works as a member of the Department of Mathematical Analysis and Applied Mathematics. His research interests include geometry of Banach spaces of polynomials, polynomial inequalities, algebraic genericity (lineability and spaceability) and complexifications. In the last few years Prof. Muñoz has collaborated in several projects of mathematical modeling including two studies on the evolution of the pandemic of