JavaScript is disabled in your browser. Please switch it on to enable full functionality of the website
Krasnov, Vladimir Aleksandrovich
Statistics Math-Net.Ru
Total publications:
9
Scientific articles:
9
Presentations:
11
Number of views:
This page: 1175 Abstract pages: 2162 Full texts: 993 References: 282
Birth date:
31.07.1988
E-mail:
email , email , email
https://www.mathnet.ru/eng/person61261
List of publications on Google Scholar
List of publications on ZentralBlatt
Publications in Math-Net.Ru
Citations
2021
1.
V. A. Krasnov, “A Trick for Calculating Volumes of Non-Euclidean Polyhedra”, Mat. Zametki , 109 :4 (2021), 631–635 ; Math. Notes , 109 :4 (2021), 648–652
2020
2.
V. A. Krasnov, “Volumes of polyhedra in non-Euclidean spaces of constant curvature”, CMFD , 66 :4 (2020), 558–679
2019
3.
V. A. Krasnov, “On application of contemporary proof of the Sforza formula to computation of volumes of hyperbolic tetrahedra of special kind”, CMFD , 65 :4 (2019), 623–634
1
4.
V. A. Krasnov, “On the Volumes of Hyperbolic Simplices”, Mat. Zametki , 106 :6 (2019), 866–880 ; Math. Notes , 106 :6 (2019), 909–921
2
2017
5.
V. A. Krasnov, “On the volume formula for hyperbolic $4$ -dimensional simplex”, CMFD , 63 :3 (2017), 494–503
2016
6.
V. A. Krasnov, E. Sh. Khisyametdinova, “On the volume formula for a hyperbolic octahedron with $\mathrm{mm2}$ -symmetry”, CMFD , 61 (2016), 103–114
7.
V. A. Krasnov, “Non-Euclidean Octahedra with $\mathrm{mm}2$ -Symmetry”, Mat. Zametki , 99 :1 (2016), 145–148 ; Math. Notes , 99 :1 (2016), 160–163
3
2013
8.
V. A. Krasnov, “On the volume of hyperbolic octahedra with nontrivial symmetry”, CMFD , 51 (2013), 74–86 ; Journal of Mathematical Sciences , 214 :5 (2016), 675–686
5
9.
V. A. Krasnov, “On integral expressions for volumes of hyperbolic tetrahedra”, CMFD , 49 (2013), 89–98 ; Journal of Mathematical Sciences , 211 :4 (2015), 531–541
2
Presentations in Math-Net.Ru
1.
On a method for calculating the volumes of polyhedra in hyperbolic space. Part 2. V. A. Krasnov
October 18, 2022 18:00
2.
On a method for calculating the volumes of polyhedra in hyperbolic space. V. A. Krasnov
October 11, 2022 18:00
3.
Об объемах гиперболических многогранников V. A. Krasnov
Scientific seminar on the differential and functional differential equations April 6, 2021 12:00
4.
On an application of modern proof of Sforza's formula to computation for volumes of noneuclidian polytopes of a special type V. A. Krasnov
Algebraic topology and its applications. Postnikov memorial seminar November 5, 2019 16:45
5.
On volumes of hyperbolic polyhedra V. A. Krasnov
Algebraic topology and its applications. Postnikov memorial seminar April 2, 2019 16:45
6.
Инварианты классических и виртуальных зацеплений со значениями на графах
(по совместной работе с В.О. Мантуровым) V. A. Krasnov
Knots and Representation Theory April 22, 2014 18:30
7.
Volumes of hyperbolic polyhedra V. A. Krasnov
Differential geometry and applications March 3, 2014 16:45
8.
On volumes of noneuclidean polyhedra V. A. Krasnov
Modern geometry methods October 30, 2013 18:30
9.
Геометрические аспекты теории объёмов гиперболических многогранников V. Krasnov
Knots and Representation Theory October 1, 2013 18:30
10.
Дифференциальная формула Шлефли как основной инструмент вычисления объемов неевклидовых многогранников V. Krasnov
Knots and Representation Theory March 5, 2013 18:30
11.
Об интегральных формулах объема гиперболических тетраэдров и октаэдров с симметриями V. Krasnov
Knots and Representation Theory November 6, 2012 18:30
Organisations