In this paper, we modify L.Cu adariu and V. Radu's result for the stability of the monomial functional equation $$sum_{i=0}^n {}_nC_i (-1)^{n-i}f(ix+y)- n!f(x)=0$$ in the sense of Th. M. Rassias. Also, we investigate the superstability of the monomial functional equation.
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机译：在本文中，我们对LC u adariu和V进行了修改。Radu结果用于多项式函数方程$$ sum_ {i = 0} ^ n {} _nC_i（-1）^ {ni} f（ix + y ）-n！f（x）= 0 $$在Th的意义上M. Rassias。另外，我们研究了单项式函数方程的超稳定性。
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