Bulletin, Institute of Mathematics, Academia Sinica
logo-Bulletin, Institute of Mathematics, Academia Sinica

Bulletin, Institute of Mathematics, Academia Sinica
logo_m-Bulletin, Institute of Mathematics, Academia Sinica

    Jump To中央區塊/Main Content :::
  • Editorial Board
  • Archives
  • Special Issues
  • Submission
  • Subscription
  • Contact Us
search
Bulletin of the Institute of
Mathematics Academia Sinica
NEW SERIES
  • Home
  • Archives
  • Bulletin of the Institute of Mathematics Academia Sinica (New Series)
  • Facebook
  • line
  • email
  • Twitter
  • Print
2016 / September Volume 11 No.3
Existence of Holomorphic Sections and Perturbation of Positive Line Bundles over q–Concave Manifolds
Published Date
2016 / September
Title
Existence of Holomorphic Sections and Perturbation of Positive Line Bundles over q–Concave Manifolds
Author
George Marinescu
Keyword
Deformation of complex structure, q-concave manifold, Moishezon man- ifold, holomorphic Morse inequalities., Deformation of complex structure, q-concave manifold, Moishezon man- ifold, holomorphic Morse inequalities.
Download
Download PDF
Pagination
579-602
Abstract
By using holomorphic Morse inequalities we prove that sufficiently small deformations of a pseudoconcave domain in a projective manifold is Moishezon.
DOI
10.21915/BIMAS.2016304
https://doi.org/10.21915/BIMAS.2016304
AMS Subject
Classification
32L10, 32F10, 32G05.
Received
2016-08-30
  • Editorial Board
  • Archives
  • Special Issues
  • Submission
  • Subscription
  • Contact Us

Institute of Mathematics, Academia Sinica 6th Floor, Astronomy‐Mathematics Building, No. 1, Section 4, Roosevelt Road, Taipei, 10617 Taiwan R.O.C.

Tel: +886‐2‐2368‐5999 ext. 382 Fax: +886‐2‐2368‐9771 Email: bulletin@math.sinica.edu.tw

© Copyright 2023. Math Sinica All Rights Reserved.Privacy Policy & Security Policy