### Personal profile - Reza Mirzaei

- Faculty :
**علوم پایه** - Department :
**ریاضی محض** - Grade :
**دانشیار** - Last Academic Degree :
**دکتری تخصصی** - Birthday :
- P.O.Box :
**34149-16818** - Office No :
**689** - Office Tel :
**0098181378** - Personal Website :
- Email :
**r_mirzaioe at yahoo.com ; r.mirzaei at sci.ikiu.ac**

**CV: Reza Mirzaie ( also spelled as: Reza Mirzaei)**

**Associate professor,**

**Department of Mathematics,**

**Faculty of Sciences,**

**I. Kh. International University (IKIU), Qazvin, Iran.**

## : Field of interest

**Differential geometry, Topology, Fractal geometry.**

**Teaching experience:**

**Calculus, Differential equations, Differential geometry, Topology, Algebraic**

**topology, Analysis, Riemannian geometry (Since 2003).**

**Education:**

**Bs in pure mathematics, Tehran university.**

**Ms In differential geometry . Tarbiat Modarres university (TMU).**

**PHD in differential geometry, TMU (2002).**

**#Supervised M. S. Thesis: 25**

**Papers:**

**27. Topology of orbits and orbit spaces of some product G-manifolds, Manuscripta Math., 2015. **

**26. Actions without nonsingular orbits on Riemannian manifolds of negative curvature,** ** Acta Math. Hungarica, 2015.**

**25. On Lorentzian flat manifolds of low cohomogeneity, **

**24. Topology of some riemannian manifolds of negative curvature with**

**a compact Lie group of isometries,**

**Hokkaido Math. J., 2015.**

**23. On Typical Compact Submanifolds of euclidean spaces, Ukrainian Math. J., 2103.**

**22. Homogeneous submanifolds of negatively curved Riemannian manifolds,**

**Publications Mathematicae Debrecen, 82 (2013).**

**21. On fractal dimension of invariant sets,**

**Mathematical Reports, 4(2011), 377-384.**

**20. On orbits of isometric actions on flat Riemannian manifolds,**

**Kyushu J. Math. 65(2011), 383-393 .**

**19. On fundamental group of Riemannian manifolds with omitted fractal**

**subsets,**

**Ukrainian Math. J. 63(2011), 854-858 .**

**18. On Riemannian manifolds of constant negative curvature,**

**J. Korean Math. Soc. 48(2011), 23-31.**

**17. On Euclidean G-manifolfds which have two dimensional orbit spaces,**

**International journal of mathematics 22(2011), 399-406.**

**16. Fractal properties of images of continuous functions from compact**

**manifolds in to Euclidean spaces,**

**Bulletin of the Irannian mathematical society, 37(2011), 93-100.**

**15. On negatively curved Riemannian manifolds of low cohomogeneity,**

**Hokkaido mathematical journal 38(2009), 797-803.**

**14. Cohomogeneity two actions on” Rm,**

**Bulletin of the Institute of Mathematics Academia Sinica, 3(2008), 281-292.**

**13. Cohomogeneity two actions on flat Riemannian manifolds,**

**Acta Mathematica Sinica( English se.) 23(2007), 1587-1592.**

**12. On cohomogeneity one flat Riemannian manifolds,**

**Glasgow Math. J., 44(2002), 185-190 ( joint work with S. M. B. Kashani).**

**11. Topological propetries of some cohomogeneity one Riemannian manifolds**

**of non-positive curvature,**

**Bull. Korean Math. Soc. 37(2000), 587-599 ( joint work with S. M. B.**

**Kashani).**

**10 .Cohomogeneity two Riemannian manifolds,**

**13th International Conference On Geometry, Integrability and Quantization,**

**Varna, Bulgaria, 2011.**

**9. Helix submanifolds in a Lorentzian space,**

**6th Irannian seminar on geometry and applications, 2011 (joint work with**

**M. Nazari)**

**7.G-manifolds of negative curvature, 45th Irannian Mathematics Conference 2014 (joint work with H. Soroush).**

**6. Orbit spaces of some isometric actions on flat Riemannian manifolds, 46th Irannian Mathematics Conference, 2015 (Joint work with S. Soroush and H. Hoseini).**

**5. Orbit space of flat cohomogeneity two riemannian manifolds, submitted.**

**4. Hausdorff dimension of the nondifferentiability set of a convex function, submitted.**

**3. Cohomogeneity two nonsemisimple actions on nonpositively curved manifolds, submitted.**

**2. Fractal dimension of graphs of typical conionuous functions on manifolds, submitted.**

**1. C2 isometric actions on hyperbolic spaces, submitted.**

**Published Books:**

**Fractal Geometry, 2005 ( In Persian).**

**Fundamental Groups in Topology (Preprint ).**

**Fundamentals of Differential Geometry 2011 (In Persian).**

**Conferences, Meetings, Visits:**

**_ 13th International Conference On Geometry, Integrability and**

**Quantization, Varna, Bulgaria, 2011.**

**_ IVthWorkshop on Coverings, Selections, and Games in Topology, Caserta,**

**Italy, 2012.**

**_ 4th Irannian geometry and topology seminar, Iran, 2006.**

**_ Symmetries in geometry and topology, Friburg, Switzerland, 2008.**

**_ 5th Iranian geometry and topology seminar, 2009.**

**_ Topology an geometry , Munster, Germany, 2009.**

**_ XI current geometry conference, Salerno, Italy, 2010.**

**_ Visit ICTP, Italy, Summer of 2013.**

**-19th geometric seminar Zelatibor, serbia, 2016.**