Mihail Nikitin
Abstract
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We present a sufficient condition of existence of asymptotic expansion in negative power series for a function defined by Taylor series and unitary formulas for coefficients of this expansion. An example of computing scheme for arctangent function is represented.
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We present a sufficient condition of existence of asymptotic expansion in negative power series for a function defined by Taylor series and unitary formulas for coefficients of this expansion. An example of computing scheme for arctangent function is represented.
Key concepts: Asymptotic expansion, Series (stratigraphy), Power series, Mathematics, Function (biology), Series expansion, Applied mathematics, Mathematical analysis