Our MOTTO: We are Not Looking for Money, We are Looking for Interesting Problems!

W E L C O M E
to IRSCAMM

International Research & Support Center for Applied Mathematical Modeling at NMT

About the Center

The IRSCAMM Research Center (International Research & Support Center for Applied Mathematical Modeling) was founded in January 2008 under the aegis of Department of Mathematics at New Mexico Institute of Mining & Technology, USA. The IRSCAMM is a research center with international membership and research alliance in mathematical modeling in nonlinear science and applications.

Objectives

The main objectives of the IRSCAMM Center are (but not limited to):

Provide industrial, medical and military organizations with the professional and free consultations & advise in their fields requiring the knowledge of the mathematical modeling with the future goal for the Center to be involved in development of the new research projects related to mathematical modeling in Chemistry, Biology, Medicine and Military;

Establish and explore presently existing partnership with the US and international universities and industrial organizations;

Attract more undergraduate and graduate students to this developing interdisciplinary research programme at the Center;

IRSCAMM Members

o Dr. Ranis Ibragimov - Organizer of RSCAMM (Applied Mathematics, New Mexico Tech, USA)

Dr. Ibragimov is a professor of mathematics at New Mexico Tech, USA.
His primary area of research in applied mathematics is in mathematical modeling and differential equations. He is mostly interested in
Geophysical Fluid Dynamics, Fluid Mechanics and Symmetry Analysis of Differential Equations.
The main goal of his research is to better understand of the nonlinear wave processes and to understand what effects the internal/ surface waves in the ocean and atmosphere have on their environment.

o Dr. Tuncay Aktosun (Applied Mathematics, University of Texas at Arlington, USA)

Dr. Aktosun is a professor of mathematics at University of Texas at Arlington, USA.
His research area is in applied mathematics and differential equations, specializing in inverse problems, scattering, and applications in physics, materials science, and other areas. He is also involved in mentoring students and younger scientists, attracting students into mathematical sciences, directing research of undergraduate and graduate students, and various other mathematical and educational activities.

o Dr. Sayavur Bakhtiyarov (Mechanical Engineering, New Mexico Tech, USA)

Dr. Bakhtiyarov is a professor of mechanical engineering at New Mexico Tech, USA.
His research area is in Non-Newtonian fluid mechanics, heat and mass transfer, rheology, metalcasting, materials processing, multiphase flows, instrumentation, fluidized beds, porous medium flows, nanotechnology, tribology, turbulence and microgravity.

o Dr. Dmitry Pelinovsky (Applied Mathematics, McMaster University, CANADA)

Dr. Pelinovsky is a professor of Mathematics at McMaster University, Canada, USA.
His research interests are scattered over a wide range starting from peeks of complex analysis and spectral theory, passing through valleys of applied nonlinear partial differential equations, and ending at cutting-edge technologies such as web-enabled software development and mathematical modeling in fiber and photonic optics. Dr. Pelinovsky's main speciality is in existence, stability, and modeling of solitons in nonlinear wave equations. Detaching from physical and engineering problems, where solitons are studied as localized optical pulses, Dr. Pelinovsky moves towards advanced mathematical aspects of solitons in multi-dimensional inverse scattering, linear and nonlinear resonances, normal-form reductions of infinite-dimensional dynamical systems, and matrix theory for instabilities of critical points in Hamiltonian systems.

o Dr. Nail Ibragimov (Applied Mathematics, Blekinge Institute of Technology, SWEDEN)

Dr. Ibragimov is a professor of Mathematics and Director of ALGA (Advances in Lie Group Analysis) at Blekinge Institute of Technology, Sweden.
His research interests include Lie group analysis of differential equations, Riemannian geometry and relativity, mathematical physics and mathematical modelling. He initiated and conducted major developments in theory and applications of modern group analysis. Some of his contributions include: theory of generalized motions in Riemannian spaces containing Killing's equations as a particular case (1969); extension of Pauli's group for the Dirac equations (1969); differential algebraic approach to conservation theorems and proof of the inverse Noether theorem (1969); discovery of a group theoretic nature of the Huygens principle in wave propagation and solution of Hadamard's problem in space-times with non-trivial conformal group (1970); new conservation laws in fluid dynamics (1973); new theories on Lie-Bäcklund transformation groups (1979) and approximate symmetries (1987); nonlocal symmetries in mechanics (1987); symmetry approach to fundamental solutions and invariance principles in initial value problems (1992); derivation of Laplace type invariants for parabolic equations (2000) and solution of Laplace problem on invariants of hyperbolic equations (2004).

For more information, please contact Ranis N. Ibragimov, Director of IRSCAMM Research Center.

Ranis N. Ibragimov

Department of Mathematics

New Mexico Institute of Mining and Technology

Socorro, NM, 87801 USA

Tel: (505)835-5493

FAX: (505)835-5366

E-mail (Home): iranis@q.com

E-mail (Office): iranis@nmt.edu