2 problems
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Odd low-degree conjecture for connected non-oriented color graphs
Let be a connected non-oriented graph with even , and let the low degree of its color factor be the smallest exponent of with nonzero coefficient. Odd low-degree conje…
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Low-degree conjecture for color factors of non-oriented vacuum graphs
Let be a non-oriented vacuum graph with , and let its color factor be a polynomial or Laurent polynomial in whose low degree is the smallest exponent of with…