Results 31 to 40 of about 29,994 (153)
The cubic Pell equation L-function
Equations of the form ππ₯Β³ + ππ¦Β³ = 1, where the constants π and π are integers of some number field such that ππ₯Β³ + ππ¦Β³ is irreducible, are a particularly significant class of cubic Thue equations that notably includes the cubic Pell equation. For a positive cubefree rational integer π, we consider the family of equations of the form ππ₯Β³ β πππ¦Β³ = 1 ...
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Stability of General Cubic Mapping in Fuzzy Normed Spaces
We establish some stability results concerning the general cubic functional ...
Javadi S., Rassias J. M.
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General Solution and Stability of Additive-Quadratic Functional Equation in IRN-Space
The investigation of the stabilities of various types of equations is an interesting and evolving research area in the field of mathematical analysis. Recently, there are many research papers published on this topic, especially additive, quadratic, cubic,
K. Tamilvanan +4 more
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Stability of a functional equation deriving from cubic and quadratic functions
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Chang, Ick-Soon, Jung, Yong-Soo
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The objective of the present paper is to determine the generalized Hyers-Ulam stability of the mixed additive-cubic functional equation in n-Banach spaces by the direct method.
Tian Zhou Xu, John Michael Rassias
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Hyperstability of cubic functional equation in ultrametric spaces [PDF]
In this paper, we present the hyperstability results of cubic functional equations in ultrametric Banach spaces.
Aribou, Youssef +2 more
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Cubic and Quadratic Equations and Zeta Function Zeros
In this paper, we will study a partial sum modulus distribution for a specific natural number set using a dynamically sliding window. Then we will construct a cubic equation from this distribution and a formula to calculate this cubic equation zero. Then we will go through some applications of this Cubic equation using the basic algebraic concepts to ...
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Approximate multi-Jensen-cubic mappings and a fixed point theorem
In this paper, we introduce multi-Jensen-cubic mappings and unify the system of functional equations defining the multi-Jensen-cubic mapping to a single equation.
Elahe Ramzanpour, Abasalt Bodaghi
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Orthogonal stability of mixed type additive-cubic functional equations in multi-Banach spaces
In this paper, we establish the Hyers-Ulam orthogonal stability of the mixed type additive-cubic functional equation in multi-Banach spaces.
Murali Ramdoss +2 more
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This paper analyzes the stability of the EulerβLagrangeβJensen cubic functional equation in the context of Banach spaces and Intuitionistic Fuzzy Normed Spaces (IFN-Spaces).
Subramani Karthikeyan +3 more
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