Jet schemes of homogeneous hypersurfaces
classification
🧮 math.AG
math.AC
keywords
schemessingularitieshomogeneoushypersurfacestypeconditiondegreedense
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This paper studies the singularities of jet schemes of homogeneous hypersurfaces of general type. We obtain the condition of the degree and the dimension for the singularities of the jet schemes to be of dense $F$-regular type. This provides us with examples of singular varieties whose $m$-jet schemes have rational singularities for every $m$.
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