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THE $L^p$-APPROXIMATION OF GENERALIZED BI-AXIALLY SYMMETRIC POTENTIALS

H.S. Kasana, D. Kumar

Abstract


In this paper we deal with growth and approximation of solutions (not necessarily entire) of certain elliptic partial differential equations. These solutions are called generalized bi-axially symmetric potentials (GBSP). We obtain the characterization of $q$-type and lower $q$-type of a GBSP having fast rates of growth in terms of ratio of approximation errors in $L^p$ norm.

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