we need to look closely at the resolution ofdescribed in [8] and [9]. Once we have this information, we apply the quadratically refined version of Bott’s residue formula, found in [19, Theorem 9.5]. This allows to proceed essentially as in [8], although one does need to extend the...
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General Quadratics, Cubics, and Quartics By Dave Slomer It's hard to not know just about all there is to know about the characteristics of the graph of the general quadratic (2nd degree polynomial) function. It's a parabola that is either always concave up or always concave down. We ...
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