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    In process

    1. Alexandrov, Victor
      How many times can the volume of a convex polyhedron be increased by isometric deformations? Accepted for publication in Beitraege zur Algebra und Geometrie. DOI: 10.1007/s13366-017-0336-8. Published online 27 February, 2017. Full-text view-only version at the SharedIt.

    Articles in mathematical journals

    1. Alexandrov, Victor
      An analogue of a theorem of van der Waerden, and its application to two-distance preserving mappings
      Periodica Mathematica Hungarica, 72, no. 2 (2016), 252-257. [ISSN: 0031-5303] DOI: 10.1007/s10998-016-0136-1. (MR3498588)
    2. Alexandrov, Victor
      On the number of solutions of a quadratic equation in a normed space.
      Journal of Natural Science of Heilongjiang University, 33, no. 1 (2016), 1-5. [ISSN: 1001-7011] DOI 10.13482/j.issn1001-7011.2015.12.299 (Zbl 06613150)
    3. Alexandrov, V.A.
      The set of all flexible non-degenerate polyhedra of a prescribed combinatorial structure is not always algebraic
      Sibirskii Matematicheskii Zhurnal, 56, no. 4 (2015), 723-731. DOI 10.17377/smzh.2015.56.401. English translation in Siberian Math. J. 56, no. 4 (2015), 569-574. DOI 10.1134/S0037446615040011. (MR3492866; Zbl 1327.52037)
    4. Alexandrov, Victor
      Continuous deformations of polyhedra that do not alter the dihedral angles
      Geometriae Dedicata, 170, no. 1 (2014), 335-345. [ISSN: 0046-5755] DOI: 10.1007/s10711-013-9884-8. (MR3199492; Zbl 1301.52037)
    5. Alexandrov, Victor
      An analytical approach to the Rational Simplex Problem
      Journal of Natural Science of Heilongjiang University, 30, no. 5 (2013), 561-565. [ISSN: 1001-7011] (Zbl 1299.51010)
    6. Alexandrov, Victor
      Around the A. D. Alexandrov's theorem on a characterization of a sphere (in Russian)
      Siberian Electronic Mathematical Reports, 9 (2012), 639-652. [ISSN 1813-3304] (MR3037863; Zbl 1330.53007)
    7. Alexandrov, Victor; Connelly, Robert
      Flexible suspensions with a hexagonal equator
      Illinois Journal of Mathematics, 55, no. 1 (2011), 127-155. [ISSN 0019-2082] (MR3006683; Zbl 1259.52014)
    8. Alexandrov, Victor
      On a differential test of homeomorphism, found by N.V. Efimov (in Russian)
      Contemporary Problems of Mathematics and Mechanics (Sovremennye Problemy Matematiki i Mekhaniki), 6, no. 2 (2011), 18-26. Moscow: Moscow State University. ISBN: 978-5-211-05652-7
    9. Alexandrov, Victor
      The Dehn invariants of the Bricard octahedra
      Journal of Geometry, 99, no, 1-2 (2010), 1-13. DOI: 10.1007/s00022-011-0061-7 (MR2823098; Zbl 1231.52019)
    10. Alexandrov, Victor
      New manifestations of the Darboux's rotation and translation fields of a surface
      New Zealand Journal of Mathematics, 40 (2010), 59-65. (MR2795785; Zbl 1222.53006)
    11. Alexandrov, Victor
      Algebra versus analysis in the theory of flexible polyhedra
      Aequationes Mathematicae, 79, no. 3 (2010), 229-235. DOI 10.1007/s00010-010-0024-3. (MR2665533 (2011f:52033); Zbl 1220.52005) and Erratum to: Algebra versus analysis in the theory of flexible polyhedra Aequationes Mathematicae, 81, no. 1 (2011), 199. DOI 10.1007/s00010-010-0065-7. (Zbl 1220.52006)
    12. Alexandrov, V.A.
      On the total mean curvature of a nonrigid surface
      Sibirskii Matematicheskii Zhurnal, 50, no. 5 (2009), 963-966. English translation in Siberian Math. J. 50, no. 5 (2009), 757-759. DOI 10.1007/s11202-009-0087-3. (MR2603844 (MR 2010m:53006); Zbl 1224.53004)
    13. Alexandrov, Victor; Kopteva, Natalia; Kutateladze, S.S.
      Blaschke addition and convex polyhedra (in Russian)
      Tr. Semin. Vektorn. Tenzorn. Anal. 26 (2005), 8-30. (Zbl 1133.52301) An English translation is available at http://xxx.lanl.gov
    14. Alexandrov, Victor
      Minkowski-type and Alexandrov-type theorems for polyhedral herissons
      Geom. Dedicata 107 (2004), 169-186. DOI 10.1007/s10711-004-4090-3. (MR 2005k:52034; Zbl 1110.52013)
    15. Alexandrov, Victor
      Flexible polyhedra in Minkowski 3-space
      Manuscripta Math. 111, no. 3 (2003), 341-356. DOI 10.1007/s00229-003-0375-3. (MR 2004g:52035; Zbl 1028.52013)
    16. Alexandrov, Victor
      Implicit function theorem for systems of polynomial equations with vanishing Jacobian and its application to flexible polyhedra and frameworks
      Monatshefte für Mathematik, 132, issue 4 (2001), 269-288. DOI: 10.1007/s006050170034. (MR 2002g:26011; Zbl 0995.58003)
    17. Alexandrov, Victor
      Sufficient conditions for the extendibility of an N-th order flex of polyhedra
      Beitrage zur Algebra und Geometrie, 39, no. 2 (1998), 367-378. (MR 99k:52035; Zbl 0916.52005)
    18. Alexandrov, Victor
      An example of a flexible polyhedron with nonconstant volume in the spherical space
      Beitrage zur Algebra und Geometrie, 38, no. 1 (1997), 11-18. (MR 98b:52028; Zbl 0881.52007)
    19. Aleksandrov, V.A.
      A new example of the flexible polyhedron
      Sibirskii Matematicheskii Zhurnal, 36, no. 6 (1995), 1215-1224. English translation in Siberian Math. J., 36, no. 6 (1995), 1049-1057. (MR 96m:52037; Zbl 0879.51012)
    20. Aleksandrov, V.A.
      On the Gale-Nikaido-Inada fundamental theorem on univalence of mappings
      Sibirskii Matematicheskii Zhurnal, 35, no. 4 (1994), 715-718. English translation in Siberian Math. J. 35, no. 4 (1994), 637-639. (MR 95i:90096; Zbl 0883.26008)
    21. Aleksandrov, V.A.
      An example of a one-dimensional rigid set in the plane
      Sibirskii Matematicheskii Zhurnal, 1993, 34, no. 6, 3-9. English translation in Siberian Math. J., 1993, 34, no. 6, 999-1004. (MR 95d:54031; Zbl 0852.54030)
    22. Alexandrov V.A. and Dairbekov N.S.
      Remarks on the theorem of M. and S.Radulescu about an initial value problem for the differential equation x(n)=f(t,x)
      Rev. Roum. Math. Pures et Appl., 1992, 37, no. 2, 95-102. [ISSN: 0035-3965] (MR1171187 (MR 93f:34098); Zbl 0757.34049)
    23. Aleksandrov, V.A
      On interrelation between the problem of unique determination of a domain in Rn and a problem of recovery of a locally-Euclidean metric
      Sibirskii Matematicheskii zhurnal, 1992, 33, no. 4, 206-211. English translation in Siberian Math. J., 1992, 33, no. 4, 732-737. (MR 93k:53043; Zbl 0894.53043)
    24. Aleksandrov, V.A.
      On the isometricity of polyhedral domains whose boundaries are locally isometric in relative metrics
      Sibirskii Matematicheskii zhurnal, 1992, 33, no. 2, 3-9. English translation in Siberian Math. J., 1992, 33, no. 2, 177-182. (MR 93j:52003; Zbl 0769.54038 and 787.54037)
    25. Alexandrov, V.A.
      Remarks on Efimov's theorem about differential tests of homeomorphism
      Rev. Roum. Math. Pures et Appl., 1991, 36, no. 3-4, 101-105. [ISSN: 0035-3965] (MR1144540 (MR 93e:26009); Zbl 0758.58006)
    26. Aleksandrov, V.A
      Imbedding of locally-euclidean and conformally-flat metrics
      Matematicheskii sbornik, 1991, 182, no. 8, 1105-1117. English translation in Math. USSR-Sb., 1992, 73, no. 2, 467-478. DOI 10.1070/SM1992v073n02ABEH002556 (MR 92k:53009; Zbl 0746.53011 and 772.53006)
    27. Aleksandrov, V.A.
      Estimate of deformation of strictly convex domain under deformation of relative metric of its boundary
      Sibirskii Matematicheskii zhurnal, 1990, 31, no. 5, 3-9. English translation in Siberian Math. J., 1990, 30, no. 5, 711-716. (MR 92g:53062; Zbl 0721.51014 and 726.52005)
    28. Aleksandrov, V.A.
      On Efimov's theorem on differential tests for a homeomorphism
      Matematicheskii sbornik, 1990, 181, no. 2, 183-188. English translation in Math. USSR-Sb., 1991, 69, no.1, 197-202. DOI 10.1070/SM1991v069n01ABEH001936 (MR 91g:58022; Zbl 0722.58007)
    29. Aleksandrov, V.A.
      Remarks to Sabitov's conjecture on volume rigidity with infinitesimal bending of a surface
      Sibirskii Matematicheskii zhurnal, 1989, 30, no. 5, 16-24. English translation in Siberian Math. J., 1989, 30, no. 5, 678-684. (MR 90j:53079; Zbl 0687.53007 and 715.53006)
    30. Aleksandrov, V.A.
      Unique determination of domains with non-Jordan boundaries
      Sibirskii Matematicheskii zhurnal, 1989, 30, no. 1, 3-12. English translation in Siberian Math. J., 1989, 30, no. 1, 1-8. (MR 90d:31017; Zbl 0847.57024)
    31. Alexandrov, V.A.
      On domains uniquely determined by the relative metrics of theirs boundarie (in Russian)
      Trudy Inst. Mat. (Novosibirsk), 1987, 7, 5-19. (MR 89c:30048; Zbl 0636.53009)
    32. Aleksandrov, V.A.
      Isometry of domains in Rn and relative isometry of their boundaries. II
      Sibirskii Matematicheskii zhurnal, 1985, 26, no. 6, 3-8. English translation in Siberian Math. J., 1985, 26, no. 6, 783-787. (MR 87e:30030; Zbl 0604.53024)
    33. Aleksandrov, V.A.
      Isometry of domains in Rn and relative isometry of theirs boundaries
      Sibirskii Matematicheskii zhurnal, 1984, 25, no. 3, 4-13. English translation in Siberian Math. J., 1984, 25, no. 3, 339-347. (MR 85k:30023; Zbl 0576.53040)

    Methodical instructions

    1. Alexandrov, V.A.
      The first acquaintance with the tensor (in Russian)
      Bulletin of the Novosibirsk State University. Series: Physics, 7, no. 1 (2012), 100-117. ISSN 1818-7994.
    2. Aleksandrov, V.A.
      Generalized Functions (in Russian)
      2005, Novosibirsk State University, 46 p. (Student textbook series of the Novosibirsk State University). ISBN 5-94356-300-8.
    3. Aleksandrov, V.A.
      The Fourier Transform (in Russian)
      2002, Novosibirsk State University, 62 p. (Student textbook series of the Novosibirsk State University).
    4. Aleksandrov, V.A. and Egorov, A.A.
      Calculus of Variations (in Russian)
      2000, Novosibirsk State University, 65 p. (Student textbook series of the Novosibirsk State University). (Zbl 1078.49001)
    5. Aleksandrov, V.A.
      Fourier Series (in Russian)
      1996, Novosibirsk State University, 56 p. (Student textbook series of the Novosibirsk State University). (Zbl 0858.42001)
    6. Aleksandrov, V.A
      Bounded Operators in Hilbert Spaces (in Russian; use KOI8-R code pages)
      1996, Novosibirsk State University, 80 p. (Student textbook series of the Novosibirsk State University).
    7. Aleksandrov, V.A.
      Geometry of Spaces with the Scalar Product (in Russian)
      1995, Novosibirsk State University, 47 p. (Student textbook series of the Novosibirsk State University). (Zbl 0849.46014)
    8. Aleksandrov, V.A. and Kolesnikov, V.E.
      The Integral Equations (in Russian)
      1993, Novosibirsk State University, 47 p. (Student textbook series of the Novosibirsk State University).
    9. Aleksandrov, V.A.
      The Orthogonal Polynomials (in Russian)
      1993, Novosibirsk State University, 68 p. (Student textbook series of the Novosibirsk State University). (MR 94h:42035; Zbl 0857.42011)
    10. Aleksandrov, V.A.
      The Laplace Transform (in Russian)
      1992, Novosibirsk State University, 31 p. (Student textbook series of the Novosibirsk State University).

    Editorial work

    1. N.N. Ablazhej (compiler), S.A. Krasil'nikov (compiler), Victor Alexandrov (editor)
      Professors of Novosibirsk State University. Department of Physics. 1961-2014 (in Russian).
      Novosibirsk: Novosibirsk State University, 2014. 540 p. [ISBN 978-5-4437-0326-8]
      The book consists of short biographies of professors of the Physics Department of Novosibirsk State University, who took office since 1961 (the year when the Physics Department was created) to 2014. The introduction gives a brief history of the Physics Department and its Chairs. The publication is timed to the 55th anniversary of Novosibirsk State University.
    2. Victor Alexandrov (ed.), Idzhad Kh. Sabitov (ed.), and Hellmuth Stachel (ed.)
      Rigidity and Related Topics in Geometry.
      This is a special issue of the European Journal of Combinatorics, Volume 31, Issue 4, Pages 1035-1204 (May 2010) [ISSN 0195-6698], mainly composed of papers collected during the Rigidity and Flexibility workshop organized by the International Erwin Schrödinger Institute for Mathematical Physics (held in Vienna, April 23 - May 6, 2006). Editors' Preface is published on pages 1035-1036 (doi:10.1016/j.ejc.2009.08.006). (MR2607247)
    3. Alexandrov, A.D.
      Articles of Various Years (in Russian)
      Novosibirsk: Nauka, 2008. - iv + 734 p. - (Selected Works; Vol. 3). [ISBN 978-5-02-035566-8 (vol. 3) and ISBN 978-5-02-032427-2]
      Academician A.D. Alexandrov (1912-1999) is one of the greatest geometers of the XXth century. The Russian edition of his selected works containes three volumes edited by O.A. Ladyzhenskaya, Yu.G. Reshetnyak, V.A. Aleksandrov, Yu.D. Burago, S.S. Kutateladze, and N.N. Ural'tseva.
      Volume 3 contains the Russian translations of the two of A.D. Alexandrov's famous papers on additive set functions and generalization of Riemannian geometry which were never published in Russian before. The volume also contains his selected papers on the philosophy of science, relativity, and quantum mechanics as well as management in science and education. His essays about the place and role of science in the society are included together with a few articles of publicism.
      The book is aimed at the wide readership and will be welcome by researchers as well as graduate and postgraduate students in mathematics, physics, philosophy, and history of science.
    4. Alexandrov, A.D.
      Convex Polyhedra (in Russian)
      Novosibirsk: Nauka, 2007. - iv + 492 p. - (Selected Works; Vol. 2). [ISBN 978-5-02-023184-9 (vol. 2) and ISBN 5-02-032427-2]
      Volume 2 is a reprint of A.D. Alexandrov's famous book ``Convex polyhedra'', first published in 1950 and reckoned among the best contributions of the Russian science. The present edition contains the numerous comments and supplementary references by Professor V.A. Zalgaller which reflect the modern state of this branch of geometry.
    5. Alexandrov, A.D.
      Geometry and Applications (in Russian)
      Novosibirsk: Nauka, 2006. - lii + 748 p. - (Selected Works; Vol. 1). [ISBN 5-02-032428-0 (vol. 1) and ISBN 5-02-032427-2]
      Volime 1 contains A.D. Alexandrov's articles on mixed volumes, geometry ``in the large'', elliptic partial differential equations, and fundamentals of relativity which greatly affected the development of mathematics and are reckoned among the best contributions of the Russian science. The book also contains a list of Alexandrov's publications and an overview of his life and scientific heritage.
    6. Reshetnyak, Yu.G. (ed.); Vershinin, V.V. (ed.), and Aleksandrov, V.A. (ed.)
      Proceedings of the Conference ``Geometry and Applications'' (in Russian)
      Novosibirsk, Russia, March 13-16, 2000. Novosibirsk: Sobolev Institute of Mathematics. 216 p. (2001). [ISBN 5-86134-098-6] (MR 2002d:53005; Zbl 0966.00048)
    7. Blaschke, W.
      Introduction to Differential Geometry (in Russian)
      Izhevsk: Regular and Chaotic Dynamics, 2000, 232 p. [ISBN 5-7029-0342-0] (Zbl 1024.53001)
      This is the second edition of the Russian translation of the famous book by W.Blaschke. It was edited by V.Alexandrov who wrote also comments (pp. 209-221) on the modern state of the art.

    Miscellaneous publications

    1. Alexandrov, V.A; Belonogov,V.A.; Berestovskij, V.N.; Borisenko, A.A.; Valiev, M.K.; Vesnin, A.Yu.; Vershinin, V.V.; Vodop'yanov, S.K.; Volokitin, E.P.; Gol'dshtein, V.M.; Dudnik, V.G.; Kononenko, L.I.; Kopylov, A.P.; Kopylov, Ya.A.; Kuz'minykh, A.V.; Kusraev, A.G.; Kutateladze, S.S.; Nikonorov, Yu.G.; Pestov, G.G.; Plesnevich, G.S.; Reshetnyak, Yu.G.; Rodionov, E.D.; Romanov, A.S.; Rylov, A.I.; Sabitov, I.Kh.; Slavskij, V.V.; Tarasov, V.B.; Treskov, S.A.
      Vladimir Kuz'mich Ionin (Obituary)
      Vladikavkazskii Matematicheskii Zhurnal, 16, no. 1, 80-85 (2014). [ISSN: 1683-3414]
    2. Alexandrov, V.A; Belonogov,V.A.; Berestovskij, V.N.; Borisenko, A.A.; Valiev, M.K.; Vesnin, A.Yu.; Vershinin, V.V.; Vodop'yanov, S.K.; Volokitin, E.P.; Gol'dshtein, V.M.; Dudnik, V.G.; Kononenko, L.I.; Kopylov, A.P.; Kopylov, Ya.A.; Kuz'minykh, A.V.; Kusraev, A.G.; Kutateladze, S.S.; Nikonorov, Yu.G.; Pestov, G.G.; Plesnevich, G.S.; Reshetnyak, Yu.G.; Rodionov, E.D.; Romanov, A.S.; Rylov, A.I.; Sabitov, I.Kh.; Slavskij, V.V.; Tarasov, V.B.; Treskov, S.A.
      Remembering Vladimir Kuz'mich Ionin (Obituary)
      Newspaper "Science in Siberia", 2014, no. 15 (April), p. 7.
    3. Alexandrov, Victor; Alexandrova, Nadezhda; Weiß, Gunter
      Simplices with equiareal faces, 6 p.
      arXiv:0909.1859v1 [math.MG]
    4. V. Alexandrov, H. Maehara, A.D. Milka, I.Kh. Sabitov, J.-M. Schlenker, B. Servatius, H. Servatius
      Problem section
      Eur. J. Comb. 31, No. 4, 1196-1204 (2010). doi:10.1016/j.ejc.2009.11.021
    5. Aleksandrov, V.A.; Aminov, Yu.A.; Bukhshtaber, V.M.; Vasil'ev, V.A.; Dolbilin, N.P.; Novikov, S.P.; Reshetnyak, Yu.G.; Sadovnichij, V.A.; Fomenko, V.T.
      Idzhad Khakovich Sabitov (to his 70th birthday)
      Russ. Math. Surv. 63, No.6 1173-1177 (2008); translation from Usp. Mat. Nauk 63, No.6, 183-186 (2008). DOI 10.1070/RM2008v063n06ABEH004589 (MR2492783)
    6. Alexandrov, Victor
      Sobolev Institute of Mathematics Celebrates Its Fiftieth Anniversary
      Notices of the American Mathematical Society. 54, no.10, 1512-1514 (2007). (MR2361165; Zbl 1133.01320 and 1145.01315) A Chinese translation is available at the journal `Mathematical Advance in Translation', 2008, vol. 27, no. 1, pp. 71-73 [ISSN 1003-3092]
    7. Aleksandrov, V. A.
      The department of higher mathematics (in Russian)
      Bulletin of Novosibirsk State University. Ser. Physics, 1, No.1, 110-116 (2006).
    8. Aleksandrov, V.A.; Borisov, Yu.F.; Burago, Yu.D.; Vershinin, V.V.; Volokitin, E.P.; Kononenko, L.I.; Kutateladze, S.S.; Reshetnyak, Yu.G.; Rodionov, E.D.; Romanov, A.S.; Treskov, S.A.; Sharafutdinov, V.A.
      Viktor Andreevich Toponogov (Obituary)
      Russ. Math. Surv. 61, No.2 341-345 (2006); translation from Usp. Mat. Nauk 61, No.2, 153-156 (2006). DOI:10.1070/RM2006v061n02ABEH004314 (MR2261545)
    9. Aleksandrov, V. A.
      A brief biography of Janos Bolyai (in Russian)
      Journal Mathematics in Higher Education, 2004, issue 2, pp. 85-88.
    10. Alexandrov, Victor
      Inverse function theorems and their applications to the theory of polyhedra (in Russian; unpublished)
    11. Aleksandrov, V. A.
      Injective mappings and metric properties of flexible polyhedra (in Russian)
      This is a habilitation dissertation defended October 1, 2004 at Moscow State University ( DOI: 10.13140/RG.2.2.34791.04008)
    12. Aleksandrov, V. A.
      Injective mappings and metric properties of flexible polyhedra (in Russian)
      This is a short essay of the habilitation dissertation defended October 1, 2004 at Moscow State University
    13. Aleksandrov, V .A.; Arnol'd, V. I.; Borisenko, A. A.; Borisov, Yu. F.; Zalgaller, V. A.; Kutateladze, S. S.; Marchenko, V. A.; Milka, A. D.; Novikov, S. P.; Reshetnyak, Yu. G.; Sabitov, I. Kh.; Toponogov, V. A.
      Aleksej Vasil'evich Pogorelov (obituary).
      Russ. Math. Surv. 58, No.3, 593-596 (2003); translation from Usp. Mat. Nauk 58, No.3, 173-175 (2003). DOI: 10.1070/RM2003v058n03ABEH000638 (MR 2004f:01016; Zbl 1050.01509)
    14. Alexandrov, Victor
      Problem 10957
      Amer. Math. Monthly, 2002, 109, no. 7, p. 664 [ISSN: 0002-9890]
    15. Aleksandrov, V.A.
      Absolute geometry (to the 200th birthday anniversary of Janos Bolyai) (in Russian)
      Newspaper "Science in Siberia", 2002, no. 48-49 (December), p. 8.
    16. Aleksandrov, V.A.
      Introduce yourself to the world (about cooperation between the Sobolev Institute of Mathematics and Zentralblatt MATH) (in Russian)
      Newspaper "Science in Siberia", 2002, no. 32-33 (August), p. 10.
    17. Aleksandrov, V.A.
      Paris, Paris,... (in Russian)
      Unpublished, 3 p.
    18. Aleksandrov, V.
      Revolving ring of tetrahedra (in Russian)
      Kvant. No.5, p. 31 (2001).
    19. Aleksandrov, V.A.; Borisov, Yu.F.; Burago, Yu.D.; Verner, A.L.; Kutateladze, S.S.; Reshetnyak, Yu.G.
      Viktor Abramovich Zalgaller (on his 80th birthday)
      Russ. Math. Surv. 56, No.5, 1013-1014 (2001); translation from Usp. Mat. Nauk 56, No.5, 205-206 (2001). DOI: 10.1070/RM2001v056n05ABEH000450 (MR1892572; Zbl 1052.01513)
    20. Alexandrov, V.A.
      How one can crush a milk carton in such a way as to enlarge its volume (in Russian)
      Soros Educational Journal, 2000, no. 2(51), pp. 121-127. (Zbl 0947.52012)
    21. Aleksandrov, V.A.
      Flexible polyhedral surfaces (in Russian)
      In the book: Soifer, V.N.(ed.); Solov'ev, Yu.P.(ed.) Contemporary science. Encyclopedia. Vol. 3: mathematics and mechanics. (Sovremennoe estestvoznanie. Ehntsiklopediya. Tom 3: Matematika i mekhanika) (in Russian). Moscow: Nauka, Moscow: Flinta, 2000. [ISBN 5-02-004299-4] (Zbl 0990.00084)
      This is a reprint of the paper from Soros Educational Journal, 1997, no. 5(18), pp. 112-118.
    22. Alexandrov, Victor
      Sufficient conditions for the extensibility of an N-th order flex of polyhedra
      J. Geom., 1999, 65, pp. 2-3.
      This is an abstract of a talk given at the Eighth International Conference on Geometry which took place in the Nahsholim Sea Resort, Israel, March 7-14, 1999.
    23. Alexandrov, V.A.
      Flexible polyhedral surfaces
      Quantum, 1998, September / October, pp. 4-6. (MR 99i:52012)
      This is an English translation of the paper from Soros Educational Journal, 1997, no. 5(18), pp. 112-118.
    24. Alexandrov, V.A.
      Flexible polyhedral surfaces (in Russian)
      Soros Educational Journal, 1997, no. 5(18), pp. 112-118. (Zbl 0880.52017)
    25. Alexandrov, V.A. and Dairbekov, N.S.
      Problem E-3354
      Amer. Math. Monthly, 1989, 96, no. 9, p. 838 [ISSN: 0002-9890] (MR 1541602). For a solution see Amer. Math. Monthly, 1991, 98, no. 5, 440-441 (MR 1541910)
    26. Alexandrov, Victor A.
      A new example of a flexible polyhedron
      Symmetry Cult. Sci. 6 (1995), no. 1, pp. 34-37 [ISSN 0865-4824] (MR1371623)
    27. Alexandrov, V.A.
      Isometry of domains in Rn and relative metrics of theirs boundaries (in Russian) (Essay of the Ph.D. dissertation)
      Institute of Mathematics, Novosibirsk, 1986, pp. 1-10.


    Last updated: May 12, 2017