Douglas's asymptotic Euler-characteristic conjecture for Kronecker moduli spaces
Douglas's conjecture. There exists a continuous function f:[m1,m2]⊂R→Rf:[m_1,m_2]\subset\mathbb{R}\to\mathbb{R}f:[m1,m2]⊂R→R such that, for every r∈[m1,m2]r\in[m_1,m_2]r∈[m1,m2] and every ε>0\varepsilon>0ε>0, there are…
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