HR job title
- Professor
- Contact Info
Mir, Nordine Professor
Positions
- Professor, Science (Qatar), Texas A&M University at Qatar
- Overview
- Publications
- Research
- Teaching
- Background
- Contact
- Other
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Overview
Publications
selected publications
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academic article
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Lamel, B., & Mir, N.
(2022).
The finite jet determination problem for CR maps of positive codimension into Nash manifolds. 124(6), 737-771.
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Mir, N., & Zaitsev, D.
(2021).
UNIQUE JET DETERMINATION AND EXTENSION OF GERMS OF CR MAPS INTO SPHERES. Transactions of the American Mathematical Society.
374(3), 2149-2166.
-
Lamel, B., & Mir, N.
(2020).
Regularity of CR mappings of abstract CR structures. 31(1), 2050009-2050009.
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Lamel, B., & Mir, N.
(2019).
Formal versus analytic CR mappings. Annales Polonici Mathematici.
123(1), 387-422.
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Lamel, B., & Mir, N.
(2018).
On the l(infinity) regularity of CR mappings of positive codimension. Advances in Mathematics.
335, 696-734.
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Lamel, B., & Mir, N.
(2018).
Convergence and divergence of formal CR mappings. 220(2), 367-406.
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Lamel, B., & Mir, N.
(2017).
Convergence of formal CR mappings into strongly pseudoconvex Cauchy-Riemann manifolds. 210(3), 963-985.
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Mir, N.
(2017).
Holomorphic Deformations of Real-Analytic CR Maps and Analytic Regularity of CR Mappings. Journal of Geometric Analysis.
27(3), 1920-1939.
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Mir, N.
(2016).
On Artin approximation for formal CR mappings. Mathematical Research Letters.
23(1), 221-244.
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Mir, N.
(2014).
Artins approximation theorems and Cauchy-Riemann geometry. Methods and Applications of Analysis.
21(4), 481-501.
-
Mir, N.
(2012).
Algebraic approximation in CR geometry. JOURNAL DE MATHEMATIQUES PURES ET APPLIQUEES.
98(1), 72-88.
-
Lamel, B., & Mir, N.
(2010).
Holomorphic versus algebraic equivalence for deformations of real-algebraic CauchyRiemann manifolds. Communications in Analysis and Geometry.
18(5), 891-925.
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Lamel, B., Mir, N., & Zaitsev, D.
(2008).
Lie group structures on automorphism groups of real-analytic CR manifolds. American Journal of Mathematics.
130(6), 1709-1726.
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Lamel, B., & Mir, N.
(2007).
Finite jet determination of CR mappings. Advances in Mathematics.
216(1), 153-177.
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Lamel, B., & Mir, N.
(2007).
Parametrization of local CR automorphisms by finite jets and applications. Journal of the American Mathematical Society.
20(2), 519-572.
-
Lamel, B., & Mir, N.
(2007).
Finite Jet Determination of Local CR Automorphisms through Resolution of Degeneracies. The Asian Journal of Mathematics.
11(2), 201-216.
-
Lamel, B., & Mir, N.
(2006).
Remarks on the rank properties of formal CR maps. Science China Mathematics.
49(11), 1477-1490.
-
Lamel, B., & Mir, N.
(2006).
On the stability group of CR manifolds. Comptes Rendus Mathematique (Academie des Sciences).
343(3), 169-172.
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Mir, N.
(2003).
Analytic regularity of CR maps into spheres. Mathematical Research Letters.
10(4), 447-457.
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Meylan, F., Mir, N., & Zaitsev, D.
(2003).
Approximation and convergence of formal CR-mappings. International Mathematics Research Notices.
211-242.
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Baouendi, M. S., Mir, N., & Rothschild, L. P.
(2002).
Reflection Ideals and mappings between generic submanifolds in complex space. Journal of Geometric Analysis.
12(4), 543-580.
-
Meylan, F., Mir, N., & Zaitsev, D.
(2002).
Approximation and convergence properties of formal CR-maps. Comptes Rendus Mathematique (Academie des Sciences).
335(8), 671-676.
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Mir, N.
(2002).
Convergence of Formal Embeddings Between Real-Analytic Hypersurfaces in Codimension One. Journal of Differential Geometry.
62(1), 163-173.
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Meylan, F., Mir, N., & Zaitsev, D.
(2002).
Analytic regularity of CR-mappings. Mathematical Research Letters.
9(1), 73-93.
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Mir, N.
(2002).
On the convergence of formal mappings. Communications in Analysis and Geometry.
10(1), 23-59.
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Mir, N.
(2000).
Formal biholomorphic maps of real analytic hypersurfaces. Mathematical Research Letters.
7(3), 343-359.
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Mir, N.
(1999).
An algebraic characterization of holomorphic nondegeneracy for real algebraic hypersurfaces and its application to CR mappings. Mathematische Zeitschrift.
231(1), 189-202.
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Mir, N.
(1998).
Germs of holomorphic mappings between real algebraic hypersurfaces. Annales de l'Institut Fourier.
48(4), 1025-1043.
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Mir, N.
(1998).
On the analytic extension of CR map pings between real analytic hypersurfaces in N+1. Comptes Rendus Mathematique (Academie des Sciences).
326(11), 1283-1288.
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Lamel, B., & Mir, N.
(2022).
The finite jet determination problem for CR maps of positive codimension into Nash manifolds. 124(6), 737-771.
-
conference paper
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Bollauf, M. F., Boutros, J. J., & Mir, N.
(2019).
New Bounds for GLD Lattices and Codes. 2017 IEEE INFORMATION THEORY WORKSHOP (ITW).
180-184.
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Baklouti, A., El Kacimi, A., Kallel, S., & Mir, N.
(2015).
Analysis and Geometry. Springer Proceedings in Mathematics and Statistics.
V-VI.
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Bollauf, M. F., Boutros, J. J., & Mir, N.
(2019).
New Bounds for GLD Lattices and Codes. 2017 IEEE INFORMATION THEORY WORKSHOP (ITW).
180-184.
Research
principal investigator on
- Arithmetic of Drinfeld Modular Forms awarded by Qatar National Research Fund - (Doha, Qatar) 2016 - 2020
- Cauchy-Riemann equations in several complex variables awarded by Qatar Foundation - (Doha, Qatar) 2015 - 2019
- Approximation theorems in algebra and Cauchy-Riemann geometry: When Michael Artin meets Henri Poincaré awarded by Agence Nationale de la Recherche - (Paris, France) 2010 - 2014
Teaching
teaching activities
- MATH152 Engineering Math Ii Instructor
- MATH251 Engineering Math Iii Instructor
- MATH308 Differential Equations Instructor
- MATH311 Top In Applied Math I Instructor
- MATH414 Fourier Series Wavelet Instructor
Background
education and training
- Ph.D. in Mathematics, University of Rouen - (Rouen, France) 1998
- M.S. in Mathematics, University of Rouen - (Rouen, France) 1996
Contact
first name
- Nordine
has last name
- Mir
mailing address
-
Texas A&M University
Qatar Campus
4251 TAMUQ
College Station, TX 77843-4251
USA
Other
- nordine.mir@tamu.edu