Semi-stable minimal model program for varieties with trivial canonical divisor
Osamu Fujino
TL;DR
This paper establishes conditions for flip termination and develops a semi-stable minimal model program for varieties with trivial canonical divisors, including refinements of dlt blow-ups.
Contribution
It introduces a sufficient condition for flip termination and advances the semi-stable minimal model program for varieties with trivial canonical divisors.
Findings
Provided a sufficient condition for the termination of flips.
Developed a semi-stable minimal model program for varieties with trivial canonical divisor.
Refined the theory of dlt blow-ups.
Abstract
We give a sufficient condition for the termination of flips. Then we discuss a semi-stable minimal model program for varieties with (numerically) trivial canonical divisor as an application. We also treat a slight refinement of dlt blow-ups.
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Polynomial and algebraic computation · Nonlinear Waves and Solitons