×
Author ID: blache.raimund Recent zbMATH articles by "Blache, Raimund"
Published as: Blache, Raimund
Documents Indexed: 10 Publications since 1992, including 1 Book and 1 Additional arXiv Preprint

Citations contained in zbMATH Open

8 Publications have been cited 39 times in 36 Documents Cited by Year
Chern classes and Hirzebruch-Riemann-Roch theorem for coherent sheaves on complex-projective orbifolds with isolated singularities. Zbl 0949.14006
Blache, Raimund
17
1996
Riemann-Roch theorem for normal surfaces and applications. Zbl 0877.14007
Blache, R.
16
1995
The structure of l. c. surfaces of Kodaira dimension zero. I. Zbl 0836.14018
Blache, Raimund
12
1995
Positivity results for Euler characteristics of singular surfaces. Zbl 0798.14021
Blache, Raimund
5
1994
Two aspects of log terminal surface singularities. Zbl 0874.14020
Blache, R.
3
1994
Moishezon- surfaces with log-canonical singularities. (Moishezon-Flächen mit log-canonischen Singularitäten.) Zbl 0826.14002
Blache, Raimund
2
1992
A GAGA type theorem on germs of analytic curves through germs of quotient surface singularities. Zbl 0799.32029
Blache, Raimund
2
1994
An example concerning Alexeev’s boundedness results on log surfaces. Zbl 0839.14027
Blache, Raimund
1
1995
Chern classes and Hirzebruch-Riemann-Roch theorem for coherent sheaves on complex-projective orbifolds with isolated singularities. Zbl 0949.14006
Blache, Raimund
17
1996
Riemann-Roch theorem for normal surfaces and applications. Zbl 0877.14007
Blache, R.
16
1995
The structure of l. c. surfaces of Kodaira dimension zero. I. Zbl 0836.14018
Blache, Raimund
12
1995
An example concerning Alexeev’s boundedness results on log surfaces. Zbl 0839.14027
Blache, Raimund
1
1995
Positivity results for Euler characteristics of singular surfaces. Zbl 0798.14021
Blache, Raimund
5
1994
Two aspects of log terminal surface singularities. Zbl 0874.14020
Blache, R.
3
1994
A GAGA type theorem on germs of analytic curves through germs of quotient surface singularities. Zbl 0799.32029
Blache, Raimund
2
1994
Moishezon- surfaces with log-canonical singularities. (Moishezon-Flächen mit log-canonischen Singularitäten.) Zbl 0826.14002
Blache, Raimund
2
1992

Citations by Year