Fujita-type freeness for quasi-log canonical curves and surfaces
Osamu Fujino, Haidong Liu
TL;DR
This paper proves a Fujita-type basepoint-freeness theorem for projective quasi-log canonical curves and surfaces, extending the understanding of basepoint-freeness in algebraic geometry.
Contribution
It establishes Fujita-type freeness results specifically for quasi-log canonical curves and surfaces, which were not previously known.
Findings
Fujita-type basepoint-freeness holds for quasi-log canonical curves.
The results apply to projective quasi-log canonical surfaces.
The paper advances the theory of basepoint-freeness in algebraic geometry.
Abstract
We prove Fujita-type basepoint-freeness for projective quasi-log canonical curves and surfaces.
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