Ulam Stability Of Finite Dimensional Quadratic /Functional Equation In Banach Space And Banach Algebra

Authors

  • K. Punniyamoorthy, S. Elango, S. Mohan Kumar(Corresponding Author), M. Pavithra, P. Vadivel

DOI:

https://doi.org/10.63278/mme.vi.1763

Keywords:

Quadratic functional equation, Ulam stability, Fixed point.

Abstract

In this work, we examine the Ulam stability of finite-dimensional quadratic functional equation (briefly Fun. Equation) in Banach spaces and Banach algebra by utilizing fixed point and direct approaches. Within the context of this quadratic functional equation, as an illustration of the stability of the equation will be regulated by products and sums of powers of norms, we present several instances.

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How to Cite

K. Punniyamoorthy, S. Elango, S. Mohan Kumar(Corresponding Author), M. Pavithra, P. Vadivel. 2025. “Ulam Stability Of Finite Dimensional Quadratic /Functional Equation In Banach Space And Banach Algebra”. Metallurgical and Materials Engineering, May, 1761-70. https://doi.org/10.63278/mme.vi.1763.

Issue

Section

Research