Rings over Which Matrices Are Sums of Idempotent and $ q $-Potent Matrices (English)
- New search for: Abyzov, A. N.
- New search for: Tapkin, D. T.
- New search for: Abyzov, A. N.
- New search for: Tapkin, D. T.
In:
Siberian Mathematical Journal
;
62
, 1
; 1-13
;
2021
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ISSN:
- Article (Journal) / Electronic Resource
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Title:Rings over Which Matrices Are Sums of Idempotent and $ q $-Potent Matrices
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Contributors:Abyzov, A. N. ( author ) / Tapkin, D. T. ( author )
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Published in:Siberian Mathematical Journal ; 62, 1 ; 1-13
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Publisher:
- New search for: Pleiades Publishing
- New search for: Consultants Bureau
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Place of publication:New York, NY [u.a.]
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Publication date:2021
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ISSN:
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ZDBID:
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DOI:
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Type of media:Article (Journal)
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Type of material:Electronic Resource
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Language:English
- New search for: 31.00$jMathematik: Allgemeines / 31.00
- Further information on Basic classification
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Keywords:
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Classification:
BKL: 31.00$jMathematik: Allgemeines / 31.00 Mathematik: Allgemeines -
Source:
Table of contents – Volume 62, Issue 1
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
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Rings over Which Matrices Are Sums of Idempotent and $ q $-Potent MatricesAbyzov, A. N. / Tapkin, D. T. et al. | 2021
- 1
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Rings over Which Matrices Are Sums of Idempotent and -Potent MatricesAbyzov, A. N. / Tapkin, D. T. et al. | 2021
- 14
-
Multivalued Quasimöbius Mappings from Circle to CircleAseev, V. V. et al. | 2021
- 23
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On Universal Pairs in the Ershov HierarchyBazhenov, N. A. / Mustafa, M. / Ospichev, S. S. et al. | 2021
- 32
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Ulyanov-Type Embedding Theorems for Functions on Zero-Dimensional Locally Compact GroupsVolosivets, S. S. et al. | 2021
- 44
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On the Coincidence of the Classes of Finite Groups andIlenko, K. A. / Maslova, N. V. et al. | 2021
- 44
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On the Coincidence of the Classes of Finite Groups $ E_{\pi_{x}} $ and $ D_{\pi_{x}} $Ilenko, K. A. / Maslova, N. V. et al. | 2021
- 52
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Almost -Categorical Weakly -Minimal Theories of Convexity Rank 1Kulpeshov, B. Sh. / Mustafin, T. S. et al. | 2021
- 52
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Almost $ \omega $-Categorical Weakly $ o $-Minimal Theories of Convexity Rank 1Kulpeshov, B. Sh. / Mustafin, T. S. et al. | 2021
- 66
-
Extensions of Semigroups and Morphisms of Semigroup $ C^{*} $-AlgebrasLipacheva, E. V. et al. | 2021
- 66
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Extensions of Semigroups and Morphisms of Semigroup -AlgebrasLipacheva, E. V. et al. | 2021
- 77
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On Characterization of Simple Orthogonal Groups of Odd Dimension in the Class of Periodic GroupsLytkina, D. V. / Mazurov, V. D. et al. | 2021
- 84
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Asymptotic Stability for a Class of Equations of Neutral TypeMalygina, V. V. / Balandin, A. S. et al. | 2021
- 93
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Recognizing by Its Set of Element OrdersMamontov, A. S. / Jabara, E. et al. | 2021
- 93
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Recognizing $ A_{7} $ by Its Set of Element OrdersMamontov, A. S. / Jabara, E. et al. | 2021
- 105
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A New Characterization of Finite $ \sigma $-Soluble $ P\sigma T $-GroupsMao, Y. / Ma, X. / Guo, W. et al. | 2021
- 105
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A New Characterization of Finite -Soluble -GroupsMao, Y. / Ma, X. / Guo, W. et al. | 2021
- 114
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The Maximal Cardinality of the Base in $ P_{2}\times P_{2} $Meshaik, S. / Oner, T. et al. | 2021
- 114
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The Maximal Cardinality of the Base inMeshaik, S. / Oner, T. et al. | 2021
- 123
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Embeddings Determined by Universal Words in the Rank 2 Free GroupMikaelian, V. H. et al. | 2021
- 131
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Solution of Ponomarev’s Problem of Condensation onto Compact SetsOsipov, A. V. / Pytkeev, E. G. et al. | 2021
- 138
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On the Right-Symmetric Algebras with a Unital Matrix SubalgebraPozhidaev, A. P. / Shestakov, I. P. et al. | 2021
- 148
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Nilpotency of Alternative and Jordan AlgebrasPopov, A. V. et al. | 2021
- 159
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The Cauchy Problem for the Nonlinear Long Longitudinal Waves Equation in a Viscoelastic RodUmarov, Kh. G. et al. | 2021
- 169
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Finite Groups with Weakly Subnormal and Partially Subnormal SubgroupsHuang, J. / Hu, B. / Skiba, A. N. et al. | 2021
- 178
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Some Notes on the Second Maximal Subgroups of Finite GroupsZhang, J. / Gao, Zh. / Miao, L. et al. | 2021
- 182
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Locally Finite Groups with Prescribed Structure of Finite SubgroupsShlepkin, A. A. et al. | 2021