Mikhail Verbitskiy

Possui doutorado em Cohomology of Hyperkahker Manifolds - Harvard University (1995). Atualmente é pesquisador titular do Instituto Nacional de Matemática Pura e Aplicada. Tem experiência na área de Matemática, com ênfase em Matemática

Informações coletadas do Lattes em 29/10/2024

Acadêmico

Formação acadêmica

Doutorado em Quantum groups

1991 - 1995

Harvard University
Título: Cohomology of hyperkahler manifolds
Orientador: David Kazhdan

Graduação em andamento em Mathematics

1989 - Atual

Independent University of Moscow

Idiomas

Bandeira representando o idioma Inglês

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Bandeira representando o idioma Francês

Compreende Pouco, Fala Pouco, Lê Razoavelmente, Escreve Pouco.

Bandeira representando o idioma Russo

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Áreas de atuação

Grande área: Ciências Exatas e da Terra / Área: Matemática.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: hyperkahler geometry.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Complex geometry.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Kahler geometry.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Quaternionic geometry.

Organização de eventos

Kohno, T. ; Alessandro Tomasiello ; Verbitsky, Misha . Supersymmetry in complex geometry. 2009. (Congresso).

BIELAWSKI, R. ; Verbitsky, Misha . Quaternionic structures in algebraic geometry. 2007. (Congresso).

Orientou

Vasily Rogov

none yet; Início: 2020; Tese (Doutorado em Geometry) - National Research University Higher School of Econ; (Orientador);

Yulia Gorginyan

none yet; Início: 2020; Tese (Doutorado em Geometry) - Instituto Nacional de Matemática Pura e Aplicada; (Orientador);

Nikita Klemyatin

Bott-Chern cohomology of complex manifolds with circle action; Início: 2019; Tese (Doutorado em Geometry) - National Research University Higher School of Econ; (Orientador);

Dmitry Korshunov

Subriemannian geometry; Início: 2018; Tese (Doutorado em Doutorado em Matemática) - Instituto Nacional de Matemática Pura e Aplicada; (Orientador);

Pavel Osipov

Hessian structures on conical manifolds; Início: 2018; Tese (Doutorado em Geometry) - National Research University Higher School of Econ; (Orientador);

Vadim Gizatulin

Cheng-Yau theorem and Monge-Ampere equation; 2022; Dissertação (Mestrado em Mathematics) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Vasily Rogov

Non-algebraic Deformations of Flat Kahler Manifolds; 2020; Dissertação (Mestrado em Mathematics) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Pavel Osipov

Projective Hessian and Sasakian manifolds; 2018; Dissertação (Mestrado em Mathematics) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Grigori Papayanov

Deformations of Nearly Kahler Manifolds (published as "Goto's deformation theory of geometric structures, a Lie-theoretical description"); 2016; Dissertação (Mestrado em Mathematics) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Alexandra Viktorova

Quaternionic Dolbeault Complex; 2016; Dissertação (Mestrado em Mathematics) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Artour Tomberg

Twistor spaces of hypercomplex manifolds are balanced; 2014; Dissertação (Mestrado em Mathematics) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Dmitry Korshunov

Perelman's stability theorem; 2013; Dissertação (Mestrado em Mathematics) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Artour Tomberg

On the Geometry of Twistor Spaces of Hypercomplex and Hyperkahler Manifolds; 2019; Tese (Doutorado em Geometry) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Nikon Kurnosov

Betti numbers and trianalytic subvarieties of hyperkahler manifolds; 2017; Tese (Doutorado em Geometry) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Andrey Soldatenkov

Geometry of hypercomplex manifolds; 2014; Tese (Doutorado em Geometry) - National Research University Higher School of Econ,; Orientador: Mikhail Verbitskiy;

Produções bibliográficas

  • BOGOMOLOV, FEDOR A. ; DÉEV, RODION N. ; Verbitsky, Misha . Sections of Lagrangian fibrations on holomorphically symplectic manifolds and degenerate twistorial deformations. ADVANCES IN MATHEMATICS , v. 405, p. 108479, 2022.

  • AMERIK, EKATERINA ; Verbitsky, Misha . MBM classes and contraction loci on low-dimensional hyperkähler manifolds of K3${}^{[n]}$ type. Algebraic Geometry , v. 9, p. 252-265, 2022.

  • KAMENOVA, LJUDMILA ; Verbitsky, Misha . Holomorphic Lagrangian subvarieties in holomorphic symplectic manifolds with Lagrangian fibrations and special Kähler geometry. European Journal Of Mathematics , v. 8, p. 514-522, 2022.

  • ORNEA, LIVIU ; Verbitsky, Misha . TWISTED DOLBEAULT COHOMOLOGY OF NILPOTENT LIE ALGEBRAS. TRANSFORMATION GROUPS , v. 27, p. 225-238, 2022.

  • AMERIK, EKATERINA ; Verbitsky, Misha . Contraction centers in families of hyperkähler manifolds. Selecta Mathematica-New Series , v. 27, p. 60, 2021.

  • CORRÊA, MAURÍCIO ; FERREIRA, ANTONIO M. ; Verbitsky, Misha . Classification of holomorphic Pfaff systems on Hopf manifolds. European Journal of Mathematics , v. 7, p. 729-740, 2021.

  • ORNEA, LIVIU ; Verbitsky, Misha . Closed orbits of Reeb fields on Sasakian manifolds and elliptic curves on Vaisman manifolds. MATHEMATISCHE ZEITSCHRIFT , v. 299, p. 2287-2296, 2021.

  • VERBITSKY, M. S. ; VULETESCU, V. ; ORNEA, L. . Classification of non-Kähler surfaces and locally conformally Kähler geometry. RUSSIAN MATHEMATICAL SURVEYS , v. 76, p. 261-289, 2021.

  • ORNEA, LIVIU ; Verbitsky, Misha . Hopf surfaces in locally conformally Kähler manifolds with potential. GEOMETRIAE DEDICATA , v. 207, p. 219-226, 2020.

  • BIRBRAIR, LEV ; FERNANDES, ALEXANDRE ; SAMPAIO, J. EDSON ; Verbitsky, Misha . Multiplicity of singularities is not a bi-Lipschitz invariant. MATHEMATISCHE ANNALEN , v. 377, p. 115-121, 2020.

  • BOGOMOLOV, FEDOR A. ; KAMENOVA, LJUDMILA ; Verbitsky, Misha . Algebraically hyperbolic manifolds have finite automorphism groups. COMMUNICATIONS IN CONTEMPORARY MATHEMATICS , v. 22, p. 1950003, 2020.

  • AMERIK, EKATERINA ; Verbitsky, Misha . Collections of Orbits of Hyperplane Type in Homogeneous Spaces, Homogeneous Dynamics, and Hyperkähler Geometry. INTERNATIONAL MATHEMATICS RESEARCH NOTICES , v. 2020, p. 25-38, 2020.

  • ORNEA, LIVIU ; Verbitsky, Misha . Positivity of LCK Potential. JOURNAL OF GEOMETRIC ANALYSIS , v. 29, p. 1479-1489, 2019.

  • ENTOV, MICHAEL ; Verbitsky, Misha . Unobstructed symplectic packing for tori and hyper-Kähler manifolds. Journal of Topology and Analysis , v. 11, p. 249-250, 2019.

  • ANGELLA, DANIELE ; TOMASSINI, ADRIANO ; Verbitsky, Misha . On non-Kähler degrees of complex manifolds. Advances in Geometry , v. 19, p. 65-69, 2019.

  • KAMENOVA, LJUDMILA ; Verbitsky, Misha . Pullbacks of hyperplane sections for Lagrangian fibrations are primitive. COMMUNICATIONS IN CONTEMPORARY MATHEMATICS , v. 21, p. 1850065, 2019.

  • SOLOMON, JAKE P. ; Verbitsky, Misha . Locality in the Fukaya category of ahyperkähler manifold. COMPOSITIO MATHEMATICA , v. 155, p. 1924-1958, 2019.

  • MARKMAN, EYAL ; MEHROTRA, SUKHENDU ; Verbitsky, Misha . Rigid hyperholomorphic sheaves remain rigid along twistor deformations of the underlying hyparkähler manifold. European Journal of Mathematics , v. 5, p. 964-1012, 2019.

  • KURNOSOV, NIKON ; SOLDATENKOV, ANDREY ; Verbitsky, Misha . Kuga-Satake construction and cohomology of hyperkähler manifolds. ADVANCES IN MATHEMATICS , v. 351, p. 275-295, 2019.

  • ORNEA, LIVIU ; Verbitsky, Misha ; VULETESCU, VICTOR . Flat affine subvarieties in Oeljeklaus-Toma manifolds. MATHEMATISCHE ZEITSCHRIFT , v. 292, p. 839-847, 2019.

  • ORNEA, LIVIU ; Verbitsky, Misha ; VULETESCU, VICTOR . Weighted Bott-Chern and Dolbeault cohomology for LCK-manifolds with potential. JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN , v. 70, p. 409-422, 2018.

  • BISWAS, INDRANIL ; MJ, MAHAN ; Verbitsky, Misha . Stable Higgs bundles over positive principal elliptic fibrations. Complex Manifolds , v. 5, p. 195-201, 2018.

  • FINO, ANNA ; GRANTCHAROV, GUEO ; Verbitsky, Misha . Algebraic dimension of complex nilmanifolds. JOURNAL DE MATHEMATIQUES PURES ET APPLIQUEES , v. 118, p. 204-218, 2018.

  • ENTOV, MICHAEL ; Verbitsky, Misha . Unobstructed symplectic packing by ellipsoids for tori and hyperkähler manifolds. Selecta Mathematica-New Series , v. 24, p. 2625-2649, 2018.

  • Verbitsky, Misha . Transcendental Hodge algebra. Selecta Mathematica-New Series , v. 23, p. 2203-2218, 2017.

  • Kamenova, L. ; Verbitsky, Misha . Algebraic nonhyperbolicity of hyperkähler manifolds with picard rank greater than one. New York Journal of Mathematics , v. 23, p. 489, 2017.

  • AMERIK, EKATERINA ; Verbitsky, Misha . Construction of automorphisms of hyperkähler manifolds. COMPOSITIO MATHEMATICA , v. 153, p. 1610-1621, 2017.

  • GRANTCHAROV, GUEO ; LEJMI, MEHDI ; Verbitsky, Misha . Existence of HKT metrics on hypercomplex manifolds of real dimension 8. ADVANCES IN MATHEMATICS , v. 320, p. 1135-1157, 2017.

  • EKATERINA AMERIK ; MISHA VERBITSKY . Morrison-Kawamata cone conjecture for hyperkähler manifolds. ANNALES SCIENTIFIQUES DE L ECOLE NORMALE SUPERIEURE , v. 50, p. 973-993, 2017.

  • 2016 Verbitsky, Misha . LCK rank of locally conformally Kähler manifolds with potential. JOURNAL OF GEOMETRY AND PHYSICS , v. 107, p. 92-98, 2016.

  • PANOV, TARAS ; USTINOVSKIY, YURY ; Verbitsky, Misha . Complex geometry of moment-angle manifolds. MATHEMATISCHE ZEITSCHRIFT , v. 284, p. 309-333, 2016.

  • ENTOV, MICHAEL ; Verbitsky, Misha . Unobstructed symplectic packing for tori and hyper-Kähler manifolds. Journal of Topology and Analysis , v. 08, p. 589-626, 2016.

  • Verbitsky, Misha . Ergodic complex structures on hyperkähler manifolds. ACTA MATHEMATICA , v. 215, p. 161-182, 2015.

  • AMERIK, E. ; Verbitsky, M. . Rational Curves on Hyperkähler Manifolds. INTERNATIONAL MATHEMATICS RESEARCH NOTICES , v. 23, p. rnv133, 2015.

  • AMERIK, EKATERINA ; Verbitsky, Misha . Teichmüller space for hyperkähler and symplectic structures. JOURNAL OF GEOMETRY AND PHYSICS , v. 97, p. 44-50, 2015.

  • Verbitsky, Misha . Degenerate twistor spaces for hyperkähler manifolds. JOURNAL OF GEOMETRY AND PHYSICS , v. 91, p. 2-11, 2015.

  • SOLDATENKOV, A. ; Verbitsky, Misha . -symplectic structures and absolutely trianalytic subvarieties in hyperkähler manifolds. JOURNAL OF GEOMETRY AND PHYSICS , v. 92, p. 147-156, 2015.

  • KAMENOVA, LJUDMILA ; LU, STEVEN ; Verbitsky, Misha . Kobayashi pseudometric on hyperkähler manifolds. JOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES , v. 90, p. 436-450, 2014.

  • JARDIM, MARCOS ; Verbitsky, Misha . Trihyperkähler reduction and instanton bundles on. COMPOSITIO MATHEMATICA , v. 150, p. 1836-1868, 2014.

  • KAMENOVA, LJUDMILA ; Verbitsky, Misha . Families of Lagrangian fibrations on hyperkähler manifolds. ADVANCES IN MATHEMATICS , v. 260, p. 401-413, 2014.

  • Verbitsky, Misha . Rational curves and special metrics on twistor spaces. GEOMETRY & TOPOLOGY (ONLINE) , v. 18, p. 897-909, 2014.

  • Verbitsky, Misha . Holography principle for twistor spaces. Pure and Applied Mathematics Quarterly , v. 10, p. 325-354, 2014.

  • Verbitsky, Misha . Mapping class group and a global Torelli theorem for hyperkähler manifolds. DUKE MATHEMATICAL JOURNAL , v. 162, p. 2929-2986, 2013.

  • SOLDATENKOV, ANDREY ; Verbitsky, Misha . Holomorphic Lagrangian Fibrations on Hypercomplex Manifolds. International Mathematics Research Notices , v. 2015, p. 981-994, 2013.

  • Verbitsky, Misha . Pseudoholomorphic Curves on Nearly Kähler Manifolds. COMMUNICATIONS IN MATHEMATICAL PHYSICS , v. 324, p. 173-177, 2013.

  • ANAN'IN, SASHA ; Verbitsky, Misha . Any component of moduli of polarized hyperkähler manifolds is dense in its deformation space. JOURNAL DE MATHEMATIQUES PURES ET APPLIQUEES , v. 101, p. S00217824130008, 2013.

  • GRANTCHAROV, GUEO ; Verbitsky, Misha . CALIBRATIONS IN HYPER-KÄHLER GEOMETRY. COMMUNICATIONS IN CONTEMPORARY MATHEMATICS , v. 15, p. 1250060, 2013.

  • ORNEA, LIVIU ; Verbitsky, Misha . Locally conformally Kähler manifolds admitting a holomorphic conformal flow. MATHEMATISCHE ZEITSCHRIFT , v. 273, p. 605-611, 2013.

  • SOLDATENKOV, ANDREY ; Verbitsky, Misha . Subvarieties of hypercomplex manifolds with holonomy in. JOURNAL OF GEOMETRY AND PHYSICS , v. 62, p. 2234-2240, 2012.

  • ORNEA, LIVIU ; Verbitsky, Misha ; VULETESCU, VICTOR . Blow-ups of Locally Conformally Kähler Manifolds. International Mathematics Research Notices , v. 2013, p. 2809-2821, 2012.

  • Verbitsky, Misha . A formally Kähler structure on a knot space of a G 2-manifold. Selecta Mathematica-New Series , v. 18, p. 539-555, 2012.

  • JARDIM, MARCOS ; Verbitsky, Misha . Moduli spaces of framed instanton bundles on and twistor sections of moduli spaces of instantons on. ADVANCES IN MATHEMATICS , v. 227, p. 1526-1538, 2011.

  • ORNEA, LIVIU ; Verbitsky, Misha . Automorphisms of Locally Conformally Kähler Manifolds. International Mathematics Research Notices , v. 2012, p. 894-903, 2011.

  • Verbitsky, Misha . Hodge theory on nearly Kähler manifolds. GEOMETRY & TOPOLOGY (ONLINE) , v. 15, p. 2111-2133, 2011.

  • ORNEA, LIVIU ; Verbitsky, Misha . Oeljeklaus-Toma Manifolds Admitting No Complex Subvarieties. MATHEMATICAL RESEARCH LETTERS , v. 18, p. 747-754, 2011.

  • Verbitsky, Misha . Hyperholomorphic connections on coherent sheaves and stability. Central European Journal of Mathematics , v. 9, p. 535-557, 2011.

  • Verbitsky, Misha . Manifolds with parallel differential forms and Kähler identities for -manifolds. JOURNAL OF GEOMETRY AND PHYSICS , v. 61, p. 1001-1016, 2011.

  • Verbitsky, Misha . A CR twistor space of a , v. 29, p. 101-107, 2011.

  • Verbitsky, Misha . Hyperkähler Syz Conjecture and Semipositive Line Bundles. GEOMETRIC AND FUNCTIONAL ANALYSIS , v. 19, p. 1481-1493, 2010.

  • ORNEA, LIVIU ; Verbitsky, Misha . Locally conformal Kähler manifolds with potential. MATHEMATISCHE ANNALEN , v. 348, p. 25-33, 2010.

  • Verbitsky, Misha . Plurisubharmonic functions in calibrated geometry and q-convexity. MATHEMATISCHE ZEITSCHRIFT , v. 264, p. 939-957, 2010.

  • MORARU, RUXANDRA ; Verbitsky, Misha . Stable bundles on hypercomplex surfaces. Central European Journal of Mathematics , v. 8, p. 327-337, 2010.

  • VERBITSKIY, M. . Positive forms on hyperkähler manifolds. OSAKA JOURNAL OF MATHEMATICS , v. 47, p. 353, 2010.

  • ALESKER, S. ; Verbitsky, M. . Quaternionic Monge-Ampère equation and Calabi problem for HKT-manifolds. ISRAEL JOURNAL OF MATHEMATICS , v. 176, p. 109-138, 2010.

  • ORNEA, L. ; Verbitsky, M. . Topology of Locally Conformally Kahler Manifolds with Potential. INTERNATIONAL MATHEMATICS RESEARCH NOTICES , v. 2010, p. 717, 2009.

  • ORNEA, LIVIU ; Verbitsky, Misha . Morse-Novikov cohomology of locally conformally Kähler manifolds. JOURNAL OF GEOMETRY AND PHYSICS , v. 59, p. 295-305, 2009.

  • Verbitsky, Misha . Balanced HKT metrics and strong HKT metrics on hypercomplex manifolds. MATHEMATICAL RESEARCH LETTERS , v. 16, p. 735, 2009.

  • BARBERIS, MARÍA L. ; DOTTI, ISABEL G. ; Verbitsky, Misha . Canonical bundles of complex nilmanifolds, with applications to hypercomplex geometry. MATHEMATICAL RESEARCH LETTERS , v. 16, p. 331-347, 2009.

  • Verbitsky, Misha . Positive toric fibrations. JOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES , v. 79, p. 294-308, 2009.

  • Verbitsky, Misha . An intrinsic volume functional on almost complex 6-manifolds and nearly Kähler geometry. PACIFIC JOURNAL OF MATHEMATICS , v. 235, p. 323-344, 2008.

  • Verbitsky, Misha . Coherent sheaves on general K3 surfaces and tori. Pure and Applied Mathematics Quarterly , v. 4, p. 651, 2008.

  • Verbitsky, Misha . Quaternionic Dolbeault complex and vanishing theorems on hyperkähler manifolds. COMPOSITIO MATHEMATICA , v. 143, p. 1576-1592, 2007.

  • ORNEA, LIVIU ; Verbitsky, Misha . Embeddings of compact Sasakian manifolds. MATHEMATICAL RESEARCH LETTERS , v. 14, p. 703-710, 2007.

  • ORNEA, LIVIU ; Verbitsky, Misha . Sasakian structures on CR-manifolds. GEOMETRIAE DEDICATA , v. 125, p. 159-173, 2007.

  • ALESKER, SEMYON ; Verbitsky, Misha . Plurisubharmonic functions on hypercomplex manifolds and HKT-geometry. JOURNAL OF GEOMETRIC ANALYSIS , v. 16, p. 375-399, 2006.

  • VERBITSKY, M S . Holomorphic bundles on diagonal Hopf manifolds. IZVESTIYA MATHEMATICS , v. 70, p. 867-882, 2006.

  • ORNEA, LIVIU ; Verbitsky, Misha . An immersion theorem for Vaisman manifolds. MATHEMATISCHE ANNALEN , v. 332, p. 121-143, 2005.

  • Verbitsky, M. . Hypercomplex structures on Kähler manifolds. GEOMETRIC AND FUNCTIONAL ANALYSIS , v. 15, p. 1275-1283, 2005.

  • Verbitsky, Misha . Stable bundles on positive principal elliptic fibrations. MATHEMATICAL RESEARCH LETTERS , v. 12, p. 251-264, 2005.

  • Verbitsky, Misha . Wirtinger numbers and holomorphic symplectic immersions. Selecta Mathematica-New Series , v. 10, p. 551-559, 2005.

  • Verbitsky, Misha . Subvarieties in non-compact hyperkähler manifolds. MATHEMATICAL RESEARCH LETTERS , v. 11, p. 413-418, 2004.

  • ORNEA, LIVIU ; Verbitsky, Misha . Structure theorem for compact Vaisman manifolds. MATHEMATICAL RESEARCH LETTERS , v. 10, p. 799-805, 2003.

  • Verbitsky, Misha . Hyperkähler manifolds with torsion obtained from hyperholomorphic bundles. MATHEMATICAL RESEARCH LETTERS , v. 10, p. 501-513, 2003.

  • KALEDIN, D. ; Verbitsky, M. . Period Map for Non-Compact Holomorphically Symplectic Manifolds. GEOMETRIC AND FUNCTIONAL ANALYSIS , v. 12, p. 1265-1295, 2002.

  • Verbitsky, Misha . Hyperkähler manifolds with torsion, supersymmetry and Hodge theory. Asian Journal of Mathematics , v. 6, p. 679-712, 2002.

  • Verbitsky, Misha . Holomorphic symplectic geometry and orbifold singularities. Asian Journal of Mathematics , v. 4, p. 553-564, 2000.

  • Verbitsky, Misha . Hypercomplex varieties. COMMUNICATIONS IN ANALYSIS AND GEOMETRY , v. 7, p. 355-396, 1999.

  • Verbitsky, M. . Deformations of trianalytic subvarieties of hyperkähler manifolds. Selecta Mathematica , v. 4, p. 447-490, 1998.

  • KALEDIN, D. ; Verbitsky, M. . Trianalytic subvarieties of generalized Kummer varieties. INTERNATIONAL MATHEMATICS RESEARCH NOTICES , v. 1998, p. 439, 1998.

  • KALEDIN, D. ; Verbitsky, M. . Non-Hermitian Yang-Mills connections. Selecta Mathematica-New Series , v. 4, p. 279-320, 1998.

  • Verbitsky, Misha . Desingularization of singular hyperkähler varieties I. MATHEMATICAL RESEARCH LETTERS , v. 4, p. 259-271, 1997.

  • Verbitsky, Misha . Algebraic structures on hyperkähler manifolds. MATHEMATICAL RESEARCH LETTERS , v. 3, p. 763-767, 1996.

  • Verbitsky, Mikhail . Cohomology of compact hyperkähler manifolds and its applications. GEOMETRIC AND FUNCTIONAL ANALYSIS , v. 6, p. 601-611, 1996.

  • Verbitsky, Misha . Hyperholomorphic bundles over a hyperkähler manifold. JOURNAL OF ALGEBRAIC GEOMETRY , v. 5, p. 633, 1996.

  • Verbitsky, Misha . Hyperkähler embeddings and holomorphic symplectic geometry. I. JOURNAL OF ALGEBRAIC GEOMETRY , v. 5, p. 401-413, 1996.

  • Verbitsky, M. . Tri-analytic subvarieties of hyperkaehler manifolds. GEOMETRIC AND FUNCTIONAL ANALYSIS , v. 5, p. 92-104, 1995.

  • Verbitsky, Misha . Basic course of topology: exercises and theorems.. 1. ed. Moscow: Independent University Press, 2017. v. 1. 356p .

  • Verbitsky, Misha ; Dmitry Kaledin . Hyperkahler manifolds. 1. ed. Sommerville: International Press, 1999. 257p .

  • MISHA VERBITSKY . Contraction loci in hyperkahler manifolds. 2018. (Apresentação de Trabalho/Conferência ou palestra).

  • MISHA VERBITSKY . Contraction loci in hyperkahler manifolds. 2018. (Apresentação de Trabalho/Conferência ou palestra).

  • MISHA VERBITSKY . Contraction loci in hyperkähler manifolds. 2018. (Apresentação de Trabalho/Seminário).

  • MISHA VERBITSKY . Algebraic dimension of nilmanifolds. 2018. (Apresentação de Trabalho/Conferência ou palestra).

  • MISHA VERBITSKY . Limits of hyperkahler metrics. 2017. (Apresentação de Trabalho/Conferência ou palestra).

  • MISHA VERBITSKY . Hypercomplex Structures on Kahler Manifolds. 2017. (Apresentação de Trabalho/Seminário).

  • MISHA VERBITSKY . Transcendental Hodge algebra. 2017. (Apresentação de Trabalho/Conferência ou palestra).

Histórico profissional

Endereço profissional

  • Instituto Nacional de Matemática Pura e Aplicada. , Estrada Dona Castorina, Jardim Botânico, 22460320 - Rio de Janeiro, RJ - Brasil, Telefone: (5521) 25295144

Experiência profissional

2017 - Atual

Instituto Nacional de matematica Pura e Aplicada

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