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Chipchakov, Ivan D.

Author ID: chipchakov.ivan-d Recent zbMATH articles by "Chipchakov, Ivan D."
Published as: Chipchakov, I. D.; Chipchakov, Ivan D.; Chipchakov, Ivan
External Links: MGP
Documents Indexed: 43 Publications since 1984, including 15 Additional arXiv Preprints
Reviewing Activity: 379 Reviews
Co-Authors: 2 Co-Authors with 2 Joint Publications

Co-Authors

41 single-authored
1 Kostadinov, Kalin
1 Paunov, Boyan

Publications by Year

Citations contained in zbMATH Open

14 Publications have been cited 50 times in 15 Documents Cited by Year
On the residue fields of Henselian valued stable fields. Zbl 1187.12001
Chipchakov, I. D.
7
2008
Henselian valued stable fields. Zbl 0919.16010
Chipchakov, I. D.
6
1998
Henselian valued quasi-local fields with totally indivisible value groups. Zbl 0964.12004
Chipchakov, I. D.
5
1999
On the classification of central division algebras of linearly bounded degree over global fields and local fields. Zbl 0818.16019
Chipchakov, I. D.
5
1993
On Brauer \(p\)-dimensions and absolute Brauer \(p\)-dimensions of Henselian fields. Zbl 1456.16015
Chipchakov, Ivan D.
5
2019
On the behaviour of Brauer \(p\)-dimensions under finitely-generated field extensions. Zbl 1323.16015
Chipchakov, I. D.
4
2015
On Brauer \(p\)-dimensions and index-exponent relations over finitely-generated field extensions. Zbl 1337.16015
Chipchakov, I. D.
4
2015
On the Galois cohomological dimensions of stable fields with Henselian valuation. Zbl 0992.12004
Chipchakov, I. D.
3
2002
One-dimensional local class field theory for primarily quasilocal fields. Zbl 1057.11061
Chipchakov, I. D.
3
2004
The normality of locally finite associative division algebras over classical fields. Zbl 0657.16010
Chipchakov, I. D.
2
1988
On Henselian valuations and Brauer groups of primarily quasilocal fields. Zbl 1240.12007
Chipchakov, I. D.
2
2011
On the Brauer \(p\)-dimension of Henselian discrete valued fields of residual characteristic \(p > 0\). Zbl 1504.16028
Chipchakov, Ivan D.
2
2022
Central division algebras of \(p\)-primary dimensions and the \(p\)-component of Brauer group of a \(p\)-quasilocal field. Zbl 1013.12001
Chipchakov, I. D.
1
2002
Lower bounds and infinity criterion for Brauer \(p\)-dimensions of finitely-generated field extensions. Zbl 1310.16017
Chipchakov, Ivan D.
1
2013
On the Brauer \(p\)-dimension of Henselian discrete valued fields of residual characteristic \(p > 0\). Zbl 1504.16028
Chipchakov, Ivan D.
2
2022
On Brauer \(p\)-dimensions and absolute Brauer \(p\)-dimensions of Henselian fields. Zbl 1456.16015
Chipchakov, Ivan D.
5
2019
On the behaviour of Brauer \(p\)-dimensions under finitely-generated field extensions. Zbl 1323.16015
Chipchakov, I. D.
4
2015
On Brauer \(p\)-dimensions and index-exponent relations over finitely-generated field extensions. Zbl 1337.16015
Chipchakov, I. D.
4
2015
Lower bounds and infinity criterion for Brauer \(p\)-dimensions of finitely-generated field extensions. Zbl 1310.16017
Chipchakov, Ivan D.
1
2013
On Henselian valuations and Brauer groups of primarily quasilocal fields. Zbl 1240.12007
Chipchakov, I. D.
2
2011
On the residue fields of Henselian valued stable fields. Zbl 1187.12001
Chipchakov, I. D.
7
2008
One-dimensional local class field theory for primarily quasilocal fields. Zbl 1057.11061
Chipchakov, I. D.
3
2004
On the Galois cohomological dimensions of stable fields with Henselian valuation. Zbl 0992.12004
Chipchakov, I. D.
3
2002
Central division algebras of \(p\)-primary dimensions and the \(p\)-component of Brauer group of a \(p\)-quasilocal field. Zbl 1013.12001
Chipchakov, I. D.
1
2002
Henselian valued quasi-local fields with totally indivisible value groups. Zbl 0964.12004
Chipchakov, I. D.
5
1999
Henselian valued stable fields. Zbl 0919.16010
Chipchakov, I. D.
6
1998
On the classification of central division algebras of linearly bounded degree over global fields and local fields. Zbl 0818.16019
Chipchakov, I. D.
5
1993
The normality of locally finite associative division algebras over classical fields. Zbl 0657.16010
Chipchakov, I. D.
2
1988

Citations by Year