D.V. Alekseevsky, Conformal model of hypercolumns in V1 cortex and Moebius group. Application to the visual stability problem, 8p.
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DMITRI V. ALEKSEEVSKY, MASOUD GANJI, AND GERD SCHMALZ,
CR-GEOMETRY AND SHEARFREE LORENTZIAN GEOMETRY, 11-22
in the book "Geometric Complex Analysiks. Springer , 2018 Download (266.2 KB)
DMITRI V. ALEKSEEVSKY AND FABIO PODEST`A,
, HOMOGENEOUS ALMOST K¨AHLER MANIFOLDS AND THE CHERN-EINSTEIN EQUATION, Preprint :arXiv:1811.04068v1 [math.DG] 9 Nov 2018, 15 p. Download (199.1 KB)
D. ALEKSEEVSKY, A. MEDVEDEV, J. SLOVAK, CONSTANT CURVATURE MODELS IN SUB-RIEMANNIAN GEOMETRY. preprint: arXiv:1712.10278v2 [math.DG] 4 Oct 2018 Download (276 KB)
2018 ã.
D. Alekseevsky, K. Hasegawa and Y. Kamishima, Homogeneous Sasaki and Vaisman manifolds of unimodular Lie groups, arXiv:1810.01095v1 [math.DG] 2 Oct 2018 Çàãðóçèòü (162.8 KB) Download (162.8 KB)
D. V. Alekseevsky and A. Santi ,
Homogeneous irreducible supermanifolds and graded Lie superalgebras,
International Mathematics Research Notices, Vol. 2018, No. 4, pp. 1045–1079
doi: 10.1093/imrn/rnw262
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2017 Dmitri Alekseevsky and Liana David, Prolongation of Tanaka structures: an alternative approach, Annali di Mat. Pure ed Applic., 196,n3, 1137-1164,
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Cohomogeneity one Kaehler and Kaehler-Einstein
manifolds with one singular orbit I,
arXiv.org.math.1611.06521, Ann. of Global Anal. and Geometry,Volume 52, Issue 1,pp 99–128, 2017
Dmitri Alekseevsky, Fabio Zuddas Download (375.9 KB)
D.V.Alekseevsky, Lorentzian manifolds with transitive conformal group,
, Note di Matematica", 37, n1,suppl., 35-48. 2017. Go to publicationDownload (336.1 KB)