The book aims to present several new results concerning solution and various stabilities of some functional equations in various spaces. The chapters consider various spaces to investigate stabilities justifying that stability results hold well in those spaces. It also includes results proving new insight to analyze approximate solutions to a given equation whenever uncertainty occurs. The presentation of the book should be useful for graduated students and researchers interested in the theory of functional equations to understand the useful ideas involved and problems to study further.
The book aims to present several new results concerning solution and various stabilities of some functional equations in various spaces. The chapters consider various spaces to investigate stabilities justifying that stability results hold well in those spaces. It also includes results proving new insight to analyze approximate solutions to a given equation whenever uncertainty occurs. The presentation of the book should be useful for graduated students and researchers interested in the theory of functional equations to understand the useful ideas involved and problems to study further.
Presents new results concerning solution and various stabilities of some functional equations in different spaces Shows how fuzzy settings could be implemented to solve problems with inexactness and vagueness Gives knowledge of proving stabilities in advanced normed spaces
Hemen Dutta
functional equations Quadratic functional equation Additive functional equation Additive quadratic functional equation fuzzy normed space Banach spaces Banach algebra Cubic functional equation random normed space