Papers › Another approach to get derivative of odd-power
Another approach to get derivative of odd-power
Petro Kolosov
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In this manuscript, we provide and discuss another approach to get derivative of odd-power such that is based on an identity in partial derivatives in terms of polynomial function f_y defined as f_y (x, z) = ∑ₖ₌₁ᶻ ∑ᵣ₌₀ʸ 𝐀_(y,r) kʳ (x-k)ʳ where x, z∈ℝ, y is fixed constant y ∈ℕ and 𝐀_(y,r) are real coefficients.
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