A valuation framework for tropical degenerations of network games shows that in a collision-normalized cross-prism family, 2^L Puiseux equilibria share valuation and leading coefficients but collide as a nonreduced scheme of length 2^L, refining algebraic degree counts via valuation classes andSmith
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Tropical Degenerations of Network Games:Valuation Classes and Equilibrium Coalescence
A valuation framework for tropical degenerations of network games shows that in a collision-normalized cross-prism family, 2^L Puiseux equilibria share valuation and leading coefficients but collide as a nonreduced scheme of length 2^L, refining algebraic degree counts via valuation classes andSmith
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