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An Upper Bound of Geometric Genus of Normal Two-Dimensional Singularities

An Upper Bound of Geometric Genus of Normal Two-Dimensional Singularities
記録メディア記事
Masataka TOMARI<YH267-352>研究紀要 Proceedings of the Institute of Natural Sciences, Nihon University / [日本大学文理学部自然科学研究所] [編](56):2021p.147-157
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  • 件名Surface singularities geometric genus fundamental c...

Branch Loci of Normal Two-dimensional Singularities Defined over Algebraic Number Fields

Branch Loci of Normal Two-dimensional Singularities Defined over Algebraic Number Fields
デジタル記事障害者向け資料あり
上野 亮一<Z3-303>NUCB journal of economics and management / 名古屋商科大学商学部論集研究紀要委員会 編43(2) 1999.03p.133～138
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NORMAL HILBERT COEFFICIENTS AND ELLIPTIC IDEALS IN NORMAL TWO-DIMENSIONAL SINGULARITIES

NORMAL HILBERT COEFFICIENTS AND ELLIPTIC IDEALS IN NORMAL TWO-DIMENSIONAL SINGULARITIES
デジタル記事
2022-03-10Nagoya Mathematical Journal248p.779-800
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  • 要約等...e an excellent two-dimensional normal local domain. ......ongly elliptic singularities, according to ......h the rational singularities, in the main r......n terms of the normal Hilbert coeffi......ot necessarily normal and necessary,......ions for being normal are given. In ...... ideals in any two-dimensional normal local ring.</jats:p>
  • 参照Normal Reduction Numbers for Normal Surface Singularities with Application to Elliptic Singularities of Brieskorn T......cterization of two-dimensional rational singularities via core of id......g$-ideals in a two-dimensional normal local domain Analytic singularities supported by a......lated Rational Singularities of Surfaces Im...... theorem for a normal surface A filt...... and the first normal Hilbert coeffi......oefficients of normal hilbert polyno......p g -ideals in two-dimensional normal singularities Bounds on the normal Hilbert coefficients The normal reduction number of two-dimensional cone-like singularities On St...

An Upper Bound of Geometric Genusof Normal Two-Dimensional Singularities

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デジタル記事
2021-03-05研究紀要56p.147-157
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  • 要約等...riant Lf for a normal two-dimensional singularity de......mally elliptic singularities is extended into (2) of our T...
  • 件名Surface singularities geometric genus fundamental c...

A Geometric Characterization of Normal Two-dimensional Gorenstein Singularities with Pa=1

A Geometric Characterization of Normal Two-dimensional Gorenstein Singularities with Pa=1
紙記事
Masataka Tomari<Z14-4>日本大学文理学部自然科学研究所研究紀要 = Proceedings of the Institute of Natural Sciences, Nihon University(40) 2005p.179～184
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On the estimate of the arithmetic genus for normal two-dimensional singularities with multiplicity two

On the estimate of the arithmetic genus for normal two-dimensional singularities with multiplicity two
紙博士論文
高村昌和 [著][高村昌和][2003]<UT51-2004-L83>
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The normal reduction number of two-dimensional cone-like singularities

The normal reduction number of two-dimensional cone-like singularities
デジタル記事
2021-08-04Proceedings of the American Mathematical Society149 11p.4569-4581
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  • 参照NORMAL HILBERT COEFFICIENTS AND ELLIPTIC IDEALS IN NORMAL TWO-DIMENSIONAL SINGULARITIES

The normal reduction number of two-dimensional cone-like singularities

The normal reduction number of two-dimensional cone-like singularities
デジタル記事
2021Proceedings of the AMS-
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On the estimate of the arithmetic genus for normal two-dimensional singularities with multiplicity two

On the estimate of the arithmetic genus for normal two-dimensional singularities with multiplicity two
デジタル文書・図像類
高村, 昌和, Takamura, Masakazu金沢大学2004-12-01博士学位論文要旨　論文内容の要旨および論文審査結果の要旨／金沢大学大学院自然科学研究科平成16年12月p.161-165
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On the estimate of the arithmetic genus for normal two-dimensional singularities on double coverings

On the estimate of the arithmetic genus for normal two-dimensional singularities on double coverings
デジタル記事
2004-06Tsukuba Journal of Mathematics28 1p.35-74
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On the estimate of the arithmetic genus for normal two-dimensional singularities on double coverings

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デジタル記事
Takamura, MasakazuInstitute of Mathematics, University of Tsukuba2004-06Tsukuba Journal of Mathematics28 1p.35-74
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Good ideals and $${p_{g}}$$ p g -ideals in two-dimensional normal singularities

Good ideals and $${p_{g}}$$ p g -ideals in two-dimensional normal singularities
デジタル記事
2016-01-28Manuscripta Mathematica150 3-4p.499-520
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  • 参照Normal Reduction Numbers for Normal Surface Singularities with Application to Elliptic Singularities of Brieskorn T......cterization of two-dimensional rational singularities via core of id......Dao's question Normal Reduction Numbers of Normal Surface Singularities NORMAL HILBERT COEFFI......PTIC IDEALS IN NORMAL TWO-DIMENSIONAL SINGULARITIES Almost Gorenstein Rees Algebr...
  • 参照On Isolated Rational Singularities of Surfaces Im...... theorem for a normal surface On max......mally elliptic singularities Riemann-Roch t......tional surface singularities m-full ideals ......ons of surface singularities On a non-vanis......mally Elliptic Singularities Rational singularities, with applicat...... factorization Normal surface singularities withC* action ......good ideals¶in two-dimensional rational singularities Good ideals in Gorenstein loc...

A geometric characterization of normal two-dimensional Gorenstein singularities with pa=1

A geometric characterization of normal two-dimensional Gorenstein singularities with pa=1
記事
2005日本大学文理学部自然科学研究所研究紀要 40p.179-184
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A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$,

A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$,
記事
2005Proc.The Inst.of Nat Scie.Nihon Univ. 40p.179-184
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A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$

A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$
記事
2005Proc. The Inst. of Natural Scie. Nihohn Univ. 40(未定)
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A geometric characterization of normal two-dimensional Gorenstein singularities with pa=1

A geometric characterization of normal two-dimensional Gorenstein singularities with pa=1
記事
2005日本大学文埋学部自然科学研究所研究紀要 40p.179-184
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A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$

A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$
記事
2005Proc. The Inst. of Natural Scie. Nihon Univ. 40p.179-184
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A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$

A geometric characterization of normal two-dimensional Gorenstein singularities with $p_a=1$
記事
2005Proc.The Inst.of Natural Scie.Nihon Univ. vol.40p.179-184
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On two-dimensional normal singularities whose minimal resolutions are of type ※Dn

On two-dimensional normal singularities whose minimal resolutions are of type ※Dn
デジタル記事障害者向け資料あり
斎藤 斉, 大柳 茂樹<Z22-541>群馬工業高等専門学校研究報告(通号 13) 1979p.p27～32
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Filtered rings, filtered blowing-ups and normal two-dimensional singularities with "star-shaped" resolution

Filtered rings, filtered blowing-ups and normal two-dimensional singularities with "star-shaped" resolution
記事
1989Publ. Res. Inst. Math. Sci.25p.681-740
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