[PDF] Top 20 Ulam type stability problems for alternative homomorphisms
Has 10000 "Ulam type stability problems for alternative homomorphisms" found on our website. Below are the top 20 most common "Ulam type stability problems for alternative homomorphisms".
Ulam type stability problems for alternative homomorphisms
... SM Ulam proposed the following stability problem: Given an approximately ad- ditive mapping, can one find the strictly additive mapping near it? A year later, DH Hyers gave an affirmative answer to this ... See full document
13
Random homomorphisms and random derivations in random normed algebras via fixed point method
... Hyers-Ulam stability problem for the quadratic functional equation was proved by Skof [] for mappings f : X → Y , where X is a normed space and Y is a Banach ...The stability problems of ... See full document
13
Nearly n homomorphisms and n derivations in fuzzy ternary Banach algebras
... for all x ∈ E. Moreover, if f (tx) is continuous in t for each fixed x ∈ E, then T is linear. It gave rise to the Hyers-Ulam type stability of functional equations. Hyers’ theorem was generalized by ... See full document
11
Approximate homomorphisms and derivations on random Banach algebras
... of stability problems originated from a famous talk Under what condition does there exist a homomorphism near an approximate homomorphism? given by ...M. Ulam [] in ...of Ulam for additive ... See full document
7
Ternary (\sigma,\tau,\xi)-derivations on Banach ternary algebras
... several stability problems of functional equations have been investigated by many ...the stability of functional equations can be found in [5], [6], [11], [13]-[24], [25], [28], [33], [47] and ...the ... See full document
13
On the Ulam stability of mixed type QA mappings in IFN spaces
... The notion of intuitionistic fuzzy set introduced by Atanassov [] has been used exten- sively in many areas of mathematics and sciences. Using the idea of intuitionistic fuzzy set, Saadati and Park [] presented the ... See full document
16
Stability of a Generalized Euler Lagrange Type Additive Mapping and Homomorphisms in Algebras
... The stability problem of functional equations originated from a question of Ulam 1 concerning the stability of group ...of Ulam for Banach ... See full document
22
Hyers-Ulam stability of K-Fibonacci functional equation
... The stability of functional equation originated from an equaton of Ulam [11] concerning the stability of group ...of Ulam was generated by Rassias [10]. Since then, the stability ... See full document
8
A fixed point approach to the stability of an AQ-functional equation on β-Banach modules
... of stability problems for functional equations is related to a question of Ulam [1] concerning the stability of group homomorphisms and affirmatively answered for Banach spaces by Hyers ... See full document
14
Approximation of the generalized Cauchy–Jensen functional equation in \(C^{*}\) algebras
... Hyers–Ulam–Rassias stability of C ∗ -algebra homomorphisms for the generalized Cauchy–Jensen equation C ∗ -algebras by using fixed point alternative ...Hyers–Ulam–Rassias ... See full document
19
Stability of generalized additive Cauchy equations
... of stability of functional equations seems to be the famous talk of Ulam [21], in which he discussed a number of important unsolved ...the stability of group ... See full document
7
A fixed point approach to the hyers-ulam stability of a functional equation in various normed spaces
... in non-Archimedean normed spaces and in random normed spaces, where m , n are different integers greater than 1. In this article, using fixed point method, we prove the Hyers-Ulam stability of the above ... See full document
14
Approximately cubic functional equations and cubic multipliers
... Hyers-Ulam stability problem for the quadratic functional equation was proved by Skof [5] for mappings f : X → Y , where X is a normed space and Y is a Banach ...Hyers-Ulam-Rassias stability ... See full document
8
On the Asymptoticity Aspect of Hyers Ulam Stability of Quadratic Mappings
... the stability of group homomorphisms was posed by Ulam ...This stability concept is also applied to the case of various functional equations by a number of ...the stability of ... See full document
14
Positive-additive functional equations in non-Archimedean $C^*$-algebras
... of stability theory of functional equations for the proof of new fixed point theorems with ...the stability problems of sev- eral functional equations have been extensively investigated by a number ... See full document
7
C∗ ternary 3 derivations on C∗ ternary algebras
... the stability of the linear functional ...the stability of the linear transformation in Banach ...the stability of the linear mapping in Banach ...On stability of additive ... See full document
9
Stability of a 2 Dimensional Functional Equation in a Class of Vector Variable Functions
... that type the Hyers-Ulam ...Hyers-Ulam stability 3–8. This Hyers-Ulam stability is a classical type of stability, but there is another kind of stability ... See full document
12
Stability Problem of Ulam for Euler Lagrange Quadratic Mappings
... 1940, Ulam [1] proposed, at the University of Wisconsin, the following problem: “give conditions in order for a linear mapping near an approximately linear mapping to ...1968, Ulam proposed the general ... See full document
15
Generalized Ulam - Hyers Stability of on (AQQ): Additive - Quadratic - Quartic Functional Equation
... The first stability problem was raised by S.M. Ulam [35] during his talk at the University of Wisconsin in 1940. In fact we are given a group ( G 1 , ·) and let ( G 2 , ∗) be a metric group with the metric ... See full document
21
The Ulam Type Stability of a Generalized Additive Mapping and Concrete Examples
... mappings, that is, in the case 𝑎 + 𝑏 = 𝑐 + 𝑑 = 0. In Section 2, we state the details of (𝑎, −𝑎, 𝑐, −𝑐; 𝑥 0 , 𝑦 0 )-additive mappings (Theorem 3). In Section 3, we give our main results about the stability for them ... See full document
8
Related subjects