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Conjecture on smooth projective varieties of degree at most dimension minus one
Let $X \subseteq \mathbf{P}^r$ be a non-degenerate smooth projective complex variety of dimension $n$ , codimension $e=r-n$ , and degree $d$ . Degree bound conjecture. If $d \leq n-1$ …
Conjectureopencomplete-intersections projective-geometry small-degreearXiv posted 2 days ago

Conjecture on smooth projective varieties of degree at most dimension minus one