A concise proof of the L0 dichotomy is obtained by adapting Bernshteyn's framework for G0, using a sigma-ideal of small homomorphism sets defined by bounded odd-walk conditions and proved via the First Reflection Theorem.
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A Concise Proof of the $L_0$ Dichotomy
A concise proof of the L0 dichotomy is obtained by adapting Bernshteyn's framework for G0, using a sigma-ideal of small homomorphism sets defined by bounded odd-walk conditions and proved via the First Reflection Theorem.