Associate Professor Ph.D. (in Mathematics), MaxPlanck Institute, Magdeburg, Germany Phone: +880255668200 ( Ext: 6212) Email: monir.uddin@northsouth.edu Office : SAC  1025, North South University, Bashundhara, Dhaka  1229, Bangladesh 
since 5/2019  Associate professor, Department of Mathemtics & physics, North South Univarsity 
8/2015  5/2019  Assistant professor, Department of Mathemtics & physics, North South Univarsity 
5/2015  8/2015  Assistant prof. Dept. of Mathemtics American International University, Bangladesh (AIUB) 
8/2011  4/2015  Ph.D. student and member of IMPRS, Max Plank Institute for Dynamicas and Complex Technical Systems, Magdeburg, Germany 
10/2008  4/2011  Masters in Applied Mathematics, Department of Mathematics, Stockholm University, Sweden 
5/2010  2/2011  Research Associate, Dept. Of Mathematics, Chemnitz University of Technology, Chemnitz, Germany 
3/2006  10/2008  Lecturer in Mathematics, Dept. of Natural Science, Stamford University, Bangladesh 
1/1998  12/2005  Masters and B.Sc. in Mathematics, Dept. of Mathematics, University of Chittagong, Chittagong 
Research Interests
Md. Sumon Hossain Mphil in Mathematics, Department of Mathematics Bangladesh University of Enineering and Technology (BUET) Research Interests: Model Reduction of largescale Dynamical Systems, Numerical Linear Algebra. Email: sumonh1984@gmail.com 

Shazzad Hasan B. S. in EEE Department of ECE, North South University (NSU) Research Interests: Numerical Linear Algebra and appications, Approximation largescale dynamical systems, Iterative methods, Modelinganalysis and simulation of RLC circuits Email: shazzadraihan@gmail.com 

Asib Mostakim Fony B. Sc in Mathematics Department of Mathematics, University of Chittagong (CU) Research Interests: Numerical Linear Algebra, Iterative solution of largesparse Matrix Equations, Linear systems and Eigenvalue problems. Email: asibmostakim1995@gmail.com 

Nuren Shams B. S. in EEE, Department of ECE, North South University (NSU) Research Interests: Numerical Linear Algebra, Parallel computing, Control Theory and applications Email: nuren_shams@outlook.com 
[J9] 
Model Reduction of SecondOrder Systems by Projecting onto the Dominant Eigenspace of the Gramians
S. Hasan and M. M. Uddin
Journal of Modeling and Optimization, Vol. 10(2), pp. 94103, 2019

[J8] 
Iterative methods for solving large sparse Lyapunov equations and application to model reduction of index 1 DAEs
M. Sumona Hossain and M. M. Uddin
Numerical Algebra, Control and Optimization (AIMS), Vol. 9(2), pp. 173186, 2019

[J7] 
Gramianbased modelorder reduction of constrained structural dynamic systems
M. M. Uddin
IET Control Theory & Applications, Vol. 12(17), pp. 233723456, 2018
DOI: 10.1049/ietcta.2018.5580 
[J6] 
Efficient techniques to solve the periodic projected Lyapunov equations and model reduction of periodic systems
M. Sahadat Hossain and M. M. Uddin
Mathematical Problems in Engineering, Vol. 2017, 11 pages, 2017

[J4] 
Balancing based model reduction for structured index 2 unstable descriptor systems with application to flow control
P. Benner, J. Saak, and M. M. Uddin
Numerical Algebra, Control and Optimization (AIMS), 5(1), pp. 120, 2016
DOI: 10.3934/naco.2015.6.1 
[J3] 
Reduce Order Modelling of Power System Models Using Interpolatory Projections Technique,
MS Hossain, and M. M. Uddin
International Journal of Modeling and Optimization 5 (3), pp. 228233, 2015 
[J2] 
Efficient reduced order state space model computation for a class of second order index one system
M. M. Uddin, J. Saak, B. Kranz, and P. Benner
PAMM, Vol. 12 , 2012, pp. 699–700 DOI: 10.1002/pamm.201210338 
[J1] 
Computation of a compact state space model for an adaptive spindle head configuration with piezo actuators using balanced truncation,
M. M. Uddin, J. Saak, B. Kranz, and P. Benner,
Production Engineering (Spinger), Vol. 6 (6), 2012, pp. 577–586

[C9] 
Reduced Model Based Feedback Stabilization of Largescale Sparse Power System Model
S. Hasan, A. M. Fony and M. M. Uddin
2019 International conference on Electrical, Computer and Communication Engineering (ECCE ), IEEE, pp. 16 , 2019

[C8] 
Optimal Control of Sensor Based Human Arm Motion and Gesture Replication System
S. Amir, M. S. Kamal, M. M. Uddin, K. M. A. Salam
2019 IEEE Conference on Systems, Process and Control (ICSPC), IEEE, pp. , 2019
DOI:

[C7] 
Kcyclic Smith iterative method for model reduction of index2 periodic control systems
E. H. Khan, M. S. Hossain, S. G. Omar, A. Tahsin and M. M. Uddin
2018 International Conference on Innovations in Science, Engineering and Technology (ICISET), IEEE, pp 151156.

[C6] 
Solution of LargeScale Lyapunov Matrix Equations for PDEG Based Model Reduction of Structured Dynamical Systems
S. Hassan and M. M. Uddin
2017 International Conference on Computing , Communication and Sensor Networks (CCSN), pp. 1619, 2017

[C5] 
Structure preserving model order reduction using the projection onto the dominant Eigenspace of the Gramian (PDEG)
M. M. Uddin
International Conference on Electrical, Computer and Communication Engineering (ECCE ), IEEE, pp. 197202, 2017

[C4] 
RKSM for solving the Lyapunov equations of index1 descriptor systems and application to balancing based model reduction
M. Sumon Hossain, M. Forhad Uddin and M. M. Uddin
2016 International Conference on Electrical and Computer Engineering (ICECE), IEEE, pp. 451 454, 2016

[C3] 
Reducedorder modeling of index1 vibrational systems using interpolatory projections
P. Benner, J. Saak and M. M. Uddin
2016 International Conference On Computer and Information Technology (ICCIT), IEEE, pp. 134138, 2016

[C2] 
Modellreduktion fr strukturierte Index3Systeme
J. Saak, M. M. Uddin and M. Voigt
2013 Tagungsband des GMAFachausschusses 1.30, Modellbildung, Identifikation und Simulation in der Automatisierungstechnik
Technische Universit ̈t Darmstadt, Institut fo ̈r Automatisierungstechnik und Mechatronik, pp. 180–190, 2013

[C1] 
Second order to second order balancing for index1 vibrational systems
P. Benner, J. Saak and M. M. Uddin
2012 International Conference on Electrical and Computer Engineering (ICECE), IEEE, pp. 933–936, 2012

[1] M. N. Uddin, M. M. Uddin and N. K. Mitra, Solution of Ordinary Differential Equations by RungeKutta Methods, ASA University Review,
Vol. 3 , pp. 699–700, 2009.
[2] M. M. Uddin, Model Reduction for PiezoMechanical Systems Using Balanced Truncation, QUCOSA, Germany, November  2011.
Computational Methods for Model Reduction of LargeScale Sparse Structured Descriptor Systems,
PhD thesis, , Magdeburg, Germany,
June 2015. Available from: http://dnb.info/1074192397/34
Model Reduction for PiezoMechanical System using Balanced Trancation. Master’s thesis,
Stockholms University, Stockholm, Sweden, April 2011.
Available from: http://www2.math.su.se/gemensamt/grund/exjobb/matte/2011/rep5/report.pdf
International conference on Electrical, Computer and Communication Engineering (ECCE ) 2017, Cox's Bazar, Bangladesh; 1618 Feb., 2017.
Course Code  EEE522 
Credit  3 
Textbook 
Mathematical Control Theory Deterministic Finite Dimensional 
Objective  
Course Content  1. A brief introduction to linear control systems and their classifications, important definitions, theorems and notations. 2. System’s modeling and various representations of them. 3. Response (Solution) of linear control systems in both the time and frequency domain. 4. System’s Gramians and their applications, controllability, observability and reachability. 5. Realizations of systems, minimal realizations, balancing techniques. 6. Reduced order modeling of LTI systems. 7. Controller design; Riccati based optimal feedback control of linear systems. 
Course Code  Mat250 
Credit  3 
Textbook 
Calculus: Early Transcendental; Anton, Bivens and Davis, 10th Edition 
Objective  
Course Content 
Partial Derivatives: Functions of two variables, Limit and Continuity, Partial Derivatives, Differentiability and Chain Rule,Directional Derivatives, Tangent planes and normal vector, maxima and minima. Multiple Integrals: Double Integrals over rectangular and nonrectangular regions, Double Integrals in Polar Coordinates, Triple Integrals: Cartesian, Cylindrical and spherical coordinates, Change of variables in Multiple Integrals: Jacobean. Vector Calculus: Vector fields, Line integrals, Green’s theorem, Surface Integrals, Divergence theorem, Stokes Theorem.

Course Code  Mat125 
Credit  3 
Textbook  Elementary Linear Algebra By Howerd Anton ( 9th Edition) 
Objective  
Course Content  System of Linear Equations and Matrices:Introduction to System of Linear Equations, Gaussian Eliminations, Matrices and Matrix Operations, Inverse; Rules of Matrix Arithmetic, Elementary Matrices and a Method for Finding inverse of Matrix, Further Results on Systems of Equations and Invertibility, Diagonal, Triangular and Symmetric Matrices.
Determinants: Determinant by Cofactor Expansion, Evaluating Determinants by Row Reduction, Properties of Determinant Function. Eigenvalues and Eigenvectors: Eigenvalues and Eigenvectors, Diagonalization 
Planning for Fall 2017
Day 
Class Hours 
Office Hours 

2:40pm – 4:10pm (MAT250/8) SAC314 4:20pm – 5:50pm (MAT250/9) SAC314 
1:00pm2:00pm 
MW 
4:20pm – 5:50pm (MAT250/9) SAC210 
1:302:30

ST=Sunday and Tuesday, MW: Monday and Wednesday.
Students (of all sections) are allowed for counseling at any time during the office hours.
Shazzad Hasan B. S. in EEE, Department of ECE, North South University (NSU) Research Interests: Numerical Linear Algebra and appications, Approximation largescale dynamical systems, Iterative methods, Modelinganalysis and simulation of RLC circuits Email: shazzadraihan@gmail.com 
Outcomes:
[1] M. M. Uddin, Structure preserving model order reduction using the projection onto the dominant Eigenspace of the Gramian (PDEG). in international conference on Electrical, Computer and Communication Engineering (ECCE ), IEEE, 2017, pp. 197202. ISBN 9781509056279.
[1] M. M. Uddin, Structure preserving model order reduction using the projection onto the dominant Eigenspace of the Gramian (PDEG). International conference on Electrical, Computer and Communication Engineering (ECCE ) 2017, Cox's Bazar, Bangladesh; 1618 Feb., 2017.
I was a researcher of the following projects
Structure Preserving Model Reduction of LargeScale Second Order Dynamical Systems Using the PDEG Method and Application to Some Real Problems
I am intending to upload some softwares (Matlab and Python based) related to my research work.
If you require any softwares related to my work please dont hesitated to contact with me:
monir.uddin@northsouth.edu
◉ Research Grant
I have received the NSU Faculty Research Grant 20162017 on the project "Structure Preserving Model Reduction of LargeScale Second Order Dynamical systems using the PDEG Method and Application to some Real Problems". We will start from March 1, 2017.
◉ Best Paper Award
One of our research articles titled "Rational Krylov subspace method (RKSM) for solving the Lyapunov equations of index1 descriptor systems and application to balancing based model reduction" has received a Best Paper Award (1st position) in ICECE 2016.