×

Akimova, Alena Andreevna

Author ID: akimova.alena-andreevna Recent zbMATH articles by "Akimova, Alena Andreevna"
Published as: Akimova, A. A.; Akimova, Alena Andreevna; Akimova, Alyona A.
External Links: Math-Net.Ru
Documents Indexed: 17 Publications since 2012, including 2 Additional arXiv Preprints
Co-Authors: 3 Co-Authors with 8 Joint Publications
98 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

6 Publications have been cited 29 times in 18 Documents Cited by Year
Classification of genus 1 virtual knots having at most five classical crossings. Zbl 1302.57008
Akimova, Alena Andreevna; Matveev, Sergei Vladimirovich
16
2014
Classification of links of small complexity in the thickened torus. Zbl 1418.57002
Akimova, A. A.; Matveev, S. V.; Tarkaev, V. V.
4
2018
Classification of knots in a thickened torus with minimal octahedron diagrams which are not contained in an annulus. Zbl 1344.57002
Akimova, Alena Andreevna
3
2015
Classification of knots in the thickened torus with minimal diagrams which are not in a circule and have five crossings. Zbl 1331.57005
Akimova, A. A.
3
2013
Classification of low complexity knots in the thickened torus. Zbl 1289.57002
Akimova, A. A.; Matveev, S. V.
2
2012
Labels instead of coefficients: a label bracket \([\cdot]_{\mathcal{L}}\) which dominates the Jones polynomial \(\mathcal{X}(\cdot)\), the kuperberg bracket \(|\cdot\rangle_{a_2}\), and the normalized arrow polynomial \(\mathcal{W}[\cdot]\). Zbl 1441.57009
Akimova, Alyona A.; Manturov, Vassily O.
1
2020
Labels instead of coefficients: a label bracket \([\cdot]_{\mathcal{L}}\) which dominates the Jones polynomial \(\mathcal{X}(\cdot)\), the kuperberg bracket \(|\cdot\rangle_{a_2}\), and the normalized arrow polynomial \(\mathcal{W}[\cdot]\). Zbl 1441.57009
Akimova, Alyona A.; Manturov, Vassily O.
1
2020
Classification of links of small complexity in the thickened torus. Zbl 1418.57002
Akimova, A. A.; Matveev, S. V.; Tarkaev, V. V.
4
2018
Classification of knots in a thickened torus with minimal octahedron diagrams which are not contained in an annulus. Zbl 1344.57002
Akimova, Alena Andreevna
3
2015
Classification of genus 1 virtual knots having at most five classical crossings. Zbl 1302.57008
Akimova, Alena Andreevna; Matveev, Sergei Vladimirovich
16
2014
Classification of knots in the thickened torus with minimal diagrams which are not in a circule and have five crossings. Zbl 1331.57005
Akimova, A. A.
3
2013
Classification of low complexity knots in the thickened torus. Zbl 1289.57002
Akimova, A. A.; Matveev, S. V.
2
2012

Citations by Year