Galois theory is the culmination of a centuries-long search for a solution to the classical problem of solving algebraic equations by radicals. In this book, Bewersdorff follows the historical development of the theory, emphasizing concrete examples along the way. As a result, m…
"The study of positive polynomials brings together algebra, geometry and analysis. The subject is of fundamental importance in real algebraic geometry when studying the properties of objects defined by polynomial inequalities. Hilbert's 17th problem and its solution in the first…
"The study of positive polynomials brings together algebra, geometry and analysis. The subject is of fundamental importance in real algebraic geometry when studying the properties of objects defined by polynomial inequalities. Hilbert's 17th problem and its solution in the first…
Results in the approximation of functions by polynomials with coefficients which are integers have been appearing since that of Pál in 1914. The body of results has grown to an extent which seems to justify the present book, with the intention of making these results as accessib…
Integer-valued polynomials
by Chabert, Jean-Luc, Cahen, Paul-Jean
fromMathematical surveys and monographs
Integer-valued polynomials
by Chabert, Jean-Luc, Cahen, Paul-Jean
fromMathematical surveys and monographs
Integer-Valued Polynomials
by Chabert, Jean-Luc, Cahen, Paul-Jean
fromMathematical surveys and monographs