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- W2977522991 abstract "This paper provides an asymptotic value for the mathematical expected number of points of inflections of a random polynomial of the form + Ð N + Ð NÐ N B + Ð NÐ N B a+ Ð NÐ N B 8 ! # 8 8 8 8 # 8 I# I# # I# 8 = = = = when is large. The coefficients , are assumed to be a sequence of independent O+ Ð N× − 4 4œ! = = H normally distributed random variables with means zero and variance one, each defined on a fixed probability space Pr . A special case of dependent ÐEs s N H coefficients is also studied. Number of Real Roots, Random Algebraic Polynomials, Kac" @default.
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- W2977522991 date "2001-03-01" @default.
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- W2977522991 title "On Algebraic Polynomials with Random Coefficients" @default.
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