Effective Base Point Freeness on Normal Surfaces
نویسنده
چکیده
In almost all situations, some special things are happen on a singularity. This specialty sometimes causes something unpleasant. Generally, smooth is reviewed fine and singular nasty, But in some area of geometry, it would be different. For global generations, a base locus has malignant nature, It often appears at a smooth point, at singular ’tis rare. Thus we would say “fair is foul and foul is fair” as in the classic literature, So we would “hover through the fog and filthy air” To proceed the theory with no harm And in caution against the witches charm.
منابع مشابه
Effective Base Point Freeness on a Normal Surface
We prove effective base point freeness of the adjoint linear system on normal surfaces with a boundary.
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We prove Angehrn-Siu type effective base point freeness and point separation for log canonical pairs.
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متن کاملOn Freeness Theorem of the Adjoint Bundle on a Normal Surface
The adjoint linear system on a surface have been studied by many authors. Among these, Reider’s criterion on a smooth surface is very famous. Here we prove a similar criterion on normal surfaces.
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تاریخ انتشار 1996