Call for Papers:

International Electronic Journal of Geometry We are very pleased to announce the launching of our new journal International Electronic Journal of Geometry (IEJG). We would like to invite you to submit manuscripts of your original works, for publication in IEJG.


Aims and Scope

International Electronic Journal of Geometry (IEJG) is a fully-refereed electronic journal. IEJG is devoted to the high quality publication of current research developments in the fields of geometry, and in all interdisciplinary areas in mathematics which use geometric methods and investigate geometrical structures. The journal is published twice a year.


International Electronic Journal of Geometry (IEJG) is indexed in:

  • Mathematical Reviews
  • MathSciNet
  • Zentralblatt MATH Database

News
New email addresses: iejgeo@iejgeo.com | iejgeo@yahoo.com

Recently Accepted Articles

Gray tensors on lightlike hyper...

*Gray tensors on lightlike hypersurfaces,
by C. Atindogbe, L. Berard Bergery and J. Tossa
Received July, 2008.

On Null 2-Type Submanifolds of Euclidean Spaces,

* On Null 2-Type Submanifolds of Euclidean Spaces,
by Uğur Dursun
Received March, 2008.

Projective Geometries $PG(n-1, q)$ are Embeddable..

* Projective Geometries $PG(n-1, q)$ are Embeddable in Projective Planes $PG(2, q^{n})$,
by Barbu Kestenband
Received March, 2008.

Projective equivalence of quadrics in Klingenberg..

* Projective equivalence of quadrics in Klingenberg projective spaces over a special local ring,
by Marek Jukl and Vaclav Snasel
Received August, 2008.

*A new characterization for inclined curves...

*A new characterization for inclined curves by the help of spherical representations,
by H. Hilmi Hacısalihoğlu ,
Received September, 2008.

*Two dimensional null scrolls in $R^{n}_{1}$...

*Two dimensional null scrolls in $R^{n}_{1}$ and Massey's Theorem,
by Handan B.Öztekin and Mahmut Ergüt,
Received February,2008.

*Multiply warped product submanifolds in...

*Multiply warped product submanifolds in Sasakian space forms,
by Andreea Olteanu,
Received March,2009.

*An improved Chen-Ricci Inequality,...

*An improved Chen-Ricci Inequality,
by Shangrong Deng,
Received March,2009.



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