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On Gaussian Curvature of Graphs of Cubic Polynomials
The Gaussian curvature of the graphs of cubic polynomials $f(z)=(z-a)(z-b)(z-c)$, with triangle of zeros $\triangle=\triangle(a,b,c)$, is analyzed. We introduce the composed Pythagorean mean $\mathtt{B}_{\triangle}$, a combination of the three classical Pythagorean means, which plays a central role
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