APPROXIMATE TERNARY QUADRATIC 3-DERIVATIONS ON TERNARY BANACH ALGEBRAS AND C ∗ -TERNARY RINGS

Research

Title	APPROXIMATE TERNARY QUADRATIC 3-DERIVATIONS ON TERNARY BANACH ALGEBRAS AND C ∗ -TERNARY RINGS
Type	JournalPaper
Keywords	quadratic functional equation; Hyers-Ulam stability; superstability; ternary quadratic 3-derivation; ternary Banach algebra; C ∗ -ternary ring.
Year	2018
Journal	JOURNAL OF COMPUTATIONAL ANALYSIS AND APPLICATIONS
DOI
Researchers	Hossein Piri ، Shaghayegh Aslani ، Vahid Keshavarz ، Themistocles M. Rassias ، Choonkil Park ، Young Sun Park

Abstract

In the current article, we use a fixed point alternative theorem to establish the Hyers-Ulam stability and also the superstability of a ternary quadratic 3-derivation on ternary Banach algebras and C ∗ -ternary rings.

Hossein Piri

Research

Abstract