2.If a root occurs an odd number of times, the graph crosses the x-axis there. 3.If a root occurs more than once, the graph flattens out near that point. Roughly sketch the graph Even, negative lead coefficient, zeros -3, 2, and 4(x2) Roughly sketch the graph Odd degree, zeros...
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We define an infinite class of such graph polynomials extending the class of graph polynomials definable in $\\mathrm {MSOL}$ on the vocabulary of graphs and prove that they are Fixed-Parameter Polynomial Time ($\\mathrm {FPPT}$ or $\\mathrm {XP}$) computable, i.e. that they can be...
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