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Small functions were defined in complex analysis and next in ultrametric analysis. The order of growth was also defined in complex analysis and has a similar definition in ultrametric analysis. It has already been examined in a previous article. Here we study additional properties designed to compute the growth order using the distribution of the zeros and the application to very small functions. We can then apply a theorem on entire functions sharing 3 small functions.
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Alain Escassut (2026) studied this question.
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