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Terakawa, Hiroyuki

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Author ID: terakawa.hiroyuki Recent zbMATH articles by "Terakawa, Hiroyuki"
Published as: Terakawa, H.; Terakawa, Hiroyuki
Documents Indexed: 11 Publications since 1998
Reviewing Activity: 10 Reviews

Publications by Year

Citations contained in zbMATH

7 Publications have been cited 28 times in 26 Documents Cited by Year
The \(d\)-very ampleness on a projective surface in positive characteristic. Zbl 0967.14008
Terakawa, Hiroyuki
7
1999
The \(k\)-very ampleness and \(k\)-spannedness on polarized abelian surfaces. Zbl 0957.14009
Terakawa, Hiroyuki
7
1998
A spectral sequence and nef vector bundles of the first Chern class two on hyperquadrics. Zbl 1408.14133
Ohno, Masahiro; Terakawa, Hiroyuki
4
2014
Higher order embeddings of algebraic surfaces of Kodaira dimension zero. Zbl 0935.14005
Terakawa, Hiroyuki
4
1998
On tensor products of \(k\)-very ample line bundles. Zbl 1063.14007
Hinohara, Yukitoshi; Takahashi, Kazuyoshi; Terakawa, Hiroyuki
3
2005
On the Kawamata-Viehweg vanishing theorem for a surface in positive characteristic. Zbl 0940.14010
Terakawa, Hiroyuki
2
1998
A note on the new rigidity theorem for Koszul complexes. Zbl 1101.13038
Takahashi, K.; Terakawa, H.; Kawasaki, K.-I.; Hinohara, Y.
1
2006
A spectral sequence and nef vector bundles of the first Chern class two on hyperquadrics. Zbl 1408.14133
Ohno, Masahiro; Terakawa, Hiroyuki
4
2014
A note on the new rigidity theorem for Koszul complexes. Zbl 1101.13038
Takahashi, K.; Terakawa, H.; Kawasaki, K.-I.; Hinohara, Y.
1
2006
On tensor products of \(k\)-very ample line bundles. Zbl 1063.14007
Hinohara, Yukitoshi; Takahashi, Kazuyoshi; Terakawa, Hiroyuki
3
2005
The \(d\)-very ampleness on a projective surface in positive characteristic. Zbl 0967.14008
Terakawa, Hiroyuki
7
1999
The \(k\)-very ampleness and \(k\)-spannedness on polarized abelian surfaces. Zbl 0957.14009
Terakawa, Hiroyuki
7
1998
Higher order embeddings of algebraic surfaces of Kodaira dimension zero. Zbl 0935.14005
Terakawa, Hiroyuki
4
1998
On the Kawamata-Viehweg vanishing theorem for a surface in positive characteristic. Zbl 0940.14010
Terakawa, Hiroyuki
2
1998

Citations by Year