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1214445041.pdfuniqueness of the complex structure on kahler manifolds of certain homotopy types 1. introduction in this note we show that the homotopy types of certain complex
k. sekigawa and t. sato kodai math. j. 8 (1985), 139—156 nearly kahler manifolds with positive holomorphic sectional curvature § 1. introduction. an almost hermitian
spinc geometry of kähler manifolds and the hodge laplacian on minimal lagrangian submanifolds o hijazi s montiel and f urbano abstract from the existence of parallel spinor…
cohomology jump loci, Σ-invariants, and fundamental groups of algebraic varieties alex suciu northeastern university boston, massachusetts visiting the university of warwick…
contemporary mathematics 401 snowbird lectures on string geometry proceedings of an ams-ims-siam joint summer research conference on string geometry june 5-ll 2004 snowbird…
february 4, 2005 13:54 wspc/133-ijm 00287 international journal of mathematics vol. 16, no. 3 (2005) 281–301 c© world scientific publishing company unit killing
spinc geometry of kähler manifolds and the hodge laplacian on minimal lagrangian submanifolds o hijazi s montiel and f urbano abstract from the existence of parallel spinor…
ricci flow on kähler-einstein manifolds x x chen and g tian abstract this is the continuation of our earlier article 10 for any kähler-einstein surfaces with positive…
topics in complex differential geometry by lung tak yee a thesis submitted to the graduate school of the chinese university of hong kong division of mathematics in partial…
fundamental groups of compact k?hler manifolds (mathematical surveys and monographs).djvu
harmonic mappings of kahler manifolds to locally symmetric spaces by j ~ e s a c a r l s o n and dominoo t o l e d o * c o n t e n t s 1 introduction 173 2 harmonic mappings…
the kähler geometry of bott manifolds charles boyer university of new mexico august 25, 2017 gauge theories, monopoles, moduli spaces and integrable systems a conference…
the journal of geometric analysis volume 3, number 1, 1993 properties of compact complex manifolds carrying closed positive currents by shanyu ji and bernard shiffman abstract.…
. . geometry of lagrangian submanifolds and isoparametric hypersurfaces yoshihiro ohnita department of mathematics, osaka city university osaka city university advanced mathematical…
convergence of the normalized kähler-ricci flow on kähler-einstein fano manifolds vincent guedj abstract. we explain the proof of the following result due to perelman:…
conference board of the mathematical sciences regional conference series in ma them a tics supported by the national science foundation number 57 prescribing the curvature…
8/2/2019 anderson 1989 complete ricci-flat kahler-manifolds of infinite topological type-1 1/68/2/2019 anderson 1989 complete ricci-flat kahler-manifolds of infinite topological…
abstract. the materials are based upon essentially griffiths- harris and beauville’s book “complex algebraic surfaces”. 1. complex manifolds let w be an
the complex monge–ampère equation in kähler geometry zbigniew błocki course given at cime summer school in pluripotential theory cetraro italy july 11-16 2011 abstract…
ar x iv :1 60 3 04 62 9v 6 m at h c v 8 f eb 2 01 8 group actions non-kähler complex manifolds and skt structures mainak poddar and ajay singh thakur abstract we give a…