Boundedness for some rationally connected threefolds in $\mathbb P^6$
Marian Aprodu, Matei Toma
TL;DR
This paper establishes bounds on certain rationally-connected three-dimensional varieties embedded in six-dimensional projective space, under specific additional conditions, contributing to the classification of algebraic varieties.
Contribution
It proves boundedness results for rationally-connected threefolds in P^6 with some extra assumptions, advancing understanding of their geometric properties.
Findings
Boundedness of rationally-connected threefolds in P^6 established
Additional assumptions are necessary for the boundedness result
Contributes to classification theory of algebraic threefolds
Abstract
We prove boundedness of rationally-connected threefolds in under some extra-assumptions.
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