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General Solution and Stability of Quattuordecic Functional Equation in Quasi β-Normed Spaces
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作者 K. Ravi J. M. Rassias +1 位作者 S. Pinelas S. Suresh 《Advances in Pure Mathematics》 2016年第12期921-941,共21页
In this paper, we introduce the following quattuordecic functional equation f(x+7y)-14f(x+6y)+91f(x+5y)-364f(x+4y)+1001f(x+3y)-2002f(x+2y)+3003f(x+y)-3432f(x)+3003f(x-y)-2002f(x-2y)+1001f(x-3y)-364f(x-4y)+91f(x-5y)-14... In this paper, we introduce the following quattuordecic functional equation f(x+7y)-14f(x+6y)+91f(x+5y)-364f(x+4y)+1001f(x+3y)-2002f(x+2y)+3003f(x+y)-3432f(x)+3003f(x-y)-2002f(x-2y)+1001f(x-3y)-364f(x-4y)+91f(x-5y)-14f(x-6y)+f(x-7y)=14!f(y), investigate the general solution and prove the stability of this quattuordecic functional equation in quasi &beta;-normed spaces by using the fixed point method. 展开更多
关键词 Quattuordecic Functional Equation Fixed Point Method Hyers-Ulam Rassias Stability Quasi-β-Normed Space
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