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- Resolution_of_singularities abstract "In algebraic geometry, the problem of resolution of singularities asks whether every algebraic variety V has a resolution, a non-singular variety W with a proper birational map W→V. For varieties over fields of characteristic 0 this was proved in Hironaka (1964), while for varieties over fields of characteristic p it is an open problem in dimensions at least 4.".
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- Resolution_of_singularities wikiPageID "9914115".
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- Resolution_of_singularities align "right".
- Resolution_of_singularities first "V.I.".
- Resolution_of_singularities hasPhotoCollection Resolution_of_singularities.
- Resolution_of_singularities id "R/r081580".
- Resolution_of_singularities last "Cossart".
- Resolution_of_singularities last "Danilov".
- Resolution_of_singularities last "Piltant".
- Resolution_of_singularities quote "The lingering perception that the proof of resolution is very hard gradually diverged from reality. ... it is feasible to prove resolution in the last two weeks of a beginning algebraic geometry course.".
- Resolution_of_singularities title "Resolution of singularities".
- Resolution_of_singularities width "30.0".
- Resolution_of_singularities year "2008".
- Resolution_of_singularities year "2009".
- Resolution_of_singularities subject Category:Algebraic_geometry.
- Resolution_of_singularities subject Category:Singularity_theory.
- Resolution_of_singularities subject Category:Unsolved_problems_in_mathematics.
- Resolution_of_singularities type Abstraction100002137.
- Resolution_of_singularities type Attribute100024264.
- Resolution_of_singularities type Condition113920835.
- Resolution_of_singularities type Difficulty114408086.
- Resolution_of_singularities type Problem114410605.
- Resolution_of_singularities type State100024720.
- Resolution_of_singularities type UnsolvedProblemsInMathematics.
- Resolution_of_singularities comment "In algebraic geometry, the problem of resolution of singularities asks whether every algebraic variety V has a resolution, a non-singular variety W with a proper birational map W→V. For varieties over fields of characteristic 0 this was proved in Hironaka (1964), while for varieties over fields of characteristic p it is an open problem in dimensions at least 4.".
- Resolution_of_singularities label "Resolution of singularities".
- Resolution_of_singularities label "奇點解消".
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