Jesus Martinez‐Garcia, Cristiano Spotti
Abstract
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In this short note we show the unboundedness of the dimension of the K-moduli space of $n$-dimensional Fano varieties, and that the dimension of the stack can also be unbounded while, simultaneously, the dimension of the corresponding coarse space remains bounded.
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In this short note we show the unboundedness of the dimension of the K-moduli space of $n$-dimensional Fano varieties, and that the dimension of the stack can also be unbounded while, simultaneously, the dimension of the corresponding coarse space remains bounded.
Key concepts: Fano plane, Dimension (graph theory), Stack (abstract data type), Moduli space, Bounded function, Mathematics, Space (punctuation), Pure mathematics