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Dr.Mansour Aghasi
Associate Professor, Department of Mathematics
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Welcome to Dr.Mansour Aghasi
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Office
: Department of Mathematics, Isfahan University of Technology, Isfahan, 84156-83111, IRAN
Email
: m.aghasi@cc.iut.ac.ir
Phone
: +98 311 3913629
Fax
: +98 311 3912602
Web Site
:
Dr Mansour Aghasi
Associate Professor
Research Fields
:
Algebraic Geometry
Manifolds
Arithmetic Geometry
Home
Biography
List of Publications
Publications
Research Projects
Students
Research Interests
Talks at Departments
Recent Publications
Torsion Free Covering of Quasi-Coherent Sheaves
CONNECTIONS AND SECOND ORDER DIFFERENTIALEQUATIONS ON INFINITE DIMENSIONAL MANIFOLDS
The equivalence of two different definitions for Generalzed complex structures
Some geometrical properties of a five-dimensional solvable Lie group, Differential Geometry - Dynamical Systems
A Gröbner-bases algorithm for the computation of the cohomology of Lie (super) algebras
Effective Cartan-Tanaka connections for C 6-smooth strongly pseudoconvex hypersurfaces M 3 ⊂ ℂ2CrossRef
Effective Cartan-Tanaka connections on C 6 strongly pseudoconvex hypersurfaces M 3 ⊂ ℂ2 preprint available at
Higher order Hessian structures on Frechet manifolds
Splitting theorems for the double tangent bundles of Frechet manifolds, Bal¤kan Journal of Geometry and Its Applications
Second order structures for sprays and connections on Frechet manifolds
Conjugate connections and differential equations on infinite dimensional manifolds. In Differential Geometry : Proc VIII International Colloquium on Differential Geometry
Infnite dimensional second order ordinary differential equations via T^2M
Ordinary differential equations on infite dimensional manifolds, Balkan Balkan Journal of Geometry and its Applications
Segre embedding and Desingularization
Conjucate connections and Infinite dimensional complete manifolds
Geodesics with respect to the second order vector fields on infinite dimensional manifolds
A new interpretation Of regular models
Etale morphisms and etale equivalence
A regular model for a singular arithmetic threefold
Desingularization of the fibre products of the minimal regular models of Tate
Product of ordinary double points
Desingularization of a special type of arithmetic three-folds
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