Two remarks on non-zero constant Jacobian polynomial maps of ℂ²
We present some estimates on the geometry of the exceptional value sets of non-zero constant Jacobian polynomial maps of ℂ² and their components.
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Nguyen Van Chau (2003)
Annales Polonici Mathematici
We present some estimates on the geometry of the exceptional value sets of non-zero constant Jacobian polynomial maps of ℂ² and their components.
Takato Uehara (0)
Annales de l’institut Fourier
Dmitrijs Sakovics (2012)
Open Mathematics
A singularity is said to be weakly-exceptional if it has a unique purely log terminal blow-up. In dimension 2, V. Shokurov proved that weakly-exceptional quotient singularities are exactly those of types D n, E 6, E 7, E 8. This paper classifies the weakly-exceptional quotient singularities in dimensions 3 and 4.
Д.С. Каневский (1977)
Matematiceskij sbornik
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