The product of the distributions $x^\lambda_+$ and $x^{-\lambda-p}_-$ defined by a distribution vector
Brian Fisher, Li Zhishen
This paper proves the existence of the neutrix product $x^\lambda_+\circ x^{-\lambda-p}_-$ of the distributions $x^\lambda_+$ and $x^{-\lambda-p}_-$ in terms of the distribution vector which was defined in [3].