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  Published Paper Details:

  Paper Title

ON ALMOST COMPLEX MANIFOLD IN COMPLEX STRUCTURE {F}

  Authors

  Dr. Navneet Kumar Verma,  Dr. Shavej Ali Siddiqui

  Keywords

Differentiable manifolds, Complex Manifold, Complex Structure, Nijenhuis Tensor, Contravariant vector, covariant vector, symmetric connection, linear manifold of dim 2m, tangent bundle, linearly independent.

  Abstract


Complex structure {F} is almost complex manifolds is shown. It has been defined and studied by Schouten and Dontzing (1930) introduced the concept of complex structure and a Hermitian metric in a differentiable manifold and called it a complex manifold In this article we discuss the, Almost complex structure is not unique and also discuss that the complex structure has 2m Eigen values. An almost complex manifold is that it contain a tangent bundle of dim m and a tangent bundle conjugate to such that and they span together a tangent bundle of dim 2m.

  IJCRT's Publication Details

  Unique Identification Number - IJPUB1801009

  Paper ID - 171191

  Page Number(s) - 62-69

  Pubished in - Volume 6 | Issue 1 | January 2018

  DOI (Digital Object Identifier) -   

  Publisher Name - IJCRT | www.ijcrt.org | ISSN : 2320-2882

  E-ISSN Number - 2320-2882

  Cite this article

  Dr. Navneet Kumar Verma,  Dr. Shavej Ali Siddiqui,   "ON ALMOST COMPLEX MANIFOLD IN COMPLEX STRUCTURE {F} ", International Journal of Creative Research Thoughts (IJCRT), ISSN:2320-2882, Volume.6, Issue 1, pp.62-69, January 2018, Available at :http://www.ijcrt.org/papers/IJPUB1801009.pdf

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ISSN: 2320-2882
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ISSN and 7.97 Impact Factor Details


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ISSN: 2320-2882
Impact Factor: 7.97 and ISSN APPROVED
Journal Starting Year (ESTD) : 2013
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