#### Contact me

- Department of Mathematics
- (051)-9265100
- shahzad.khatak@numl.edu.pk

### Dr. Shahzad Khattak

Lecturer**PhD Mathematics: Harbin Institute of Technology, Heilonjiang, China**

**Distinguished Scholar**

September 2017 - June 2021

Specialized in optimal control problems for space fractional partial differential equations, Iterative learning control, mixed discontinuous Galerkin finite element methods, mathematical modeling and analysis of SEIR epidemic models.

**Thesis title:**** ***Optimal control problems for space fractional wave equations and poisson white noise driven space fractional diffusion equations*

**MS Mathematics: Islamia College University, Peshawar, Pakistan**

November 2012 - July 2015

Studies focused on mathematical modelling of biological epidemics.

**Thesis title: **Stability analysis of SEIR epidemic model with saturation incidence and temporary immunity

**Msc Mathematics: Abdul wali khan university, Mardan, Pakistan**

September 2009 - Aug 2011

Specialized in both pure and applied mathematics.

**Lecturer: National University of Modern Languages (NUML), Islamabad, Pakistan**

September 2021-to date

I am working here as lecturer and teaching various course and undergraduate and post-graduate level for engineering and mathematics students. I am also supervising graduate students of BS mathematics.

**Lecturer: Islamabad College for boys, G-6/3, Islamabad, Pakistan**

September 2014-August 2017

I performed duty as CTI where I taught mathematics at intermediate and college level.

- Zhang X, Shahzad K, Fu Y. Optimal control problems for space-fractional wave equations. Journal of Applied Analysis & Computation. 2021;11(2):711-27.
- Zhang X, Shahzad K, Fu Y. Poisson white noise driven space-fractional diffusion equations. Journal of nonlinear and convex analysis. 2021 Jan 1;22(2):393-406.
- Khattak S, Hussain I, Gomez‐Aguilar JF, Jan R. Analysis of PD‐type iterative learning control for discrete‐time singular system. Mathematical Methods in the Applied Sciences. 2021 Aug 4.

Optimal control problems

Iterative learning control

Mix Discontinuous Galerkin method

Fractional calculus

### Education

**PhD Mathematics: Harbin Institute of Technology, Heilonjiang, China**

**Distinguished Scholar**

September 2017 - June 2021

Specialized in optimal control problems for space fractional partial differential equations, Iterative learning control, mixed discontinuous Galerkin finite element methods, mathematical modeling and analysis of SEIR epidemic models.

**Thesis title:**** ***Optimal control problems for space fractional wave equations and poisson white noise driven space fractional diffusion equations*

**MS Mathematics: Islamia College University, Peshawar, Pakistan**

November 2012 - July 2015

Studies focused on mathematical modelling of biological epidemics.

**Thesis title: **Stability analysis of SEIR epidemic model with saturation incidence and temporary immunity

**Msc Mathematics: Abdul wali khan university, Mardan, Pakistan**

September 2009 - Aug 2011

Specialized in both pure and applied mathematics.

### Experience

**Lecturer: National University of Modern Languages (NUML), Islamabad, Pakistan**

September 2021-to date

I am working here as lecturer and teaching various course and undergraduate and post-graduate level for engineering and mathematics students. I am also supervising graduate students of BS mathematics.

**Lecturer: Islamabad College for boys, G-6/3, Islamabad, Pakistan**

September 2014-August 2017

I performed duty as CTI where I taught mathematics at intermediate and college level.

### Publications

- Zhang X, Shahzad K, Fu Y. Optimal control problems for space-fractional wave equations. Journal of Applied Analysis & Computation. 2021;11(2):711-27.
- Zhang X, Shahzad K, Fu Y. Poisson white noise driven space-fractional diffusion equations. Journal of nonlinear and convex analysis. 2021 Jan 1;22(2):393-406.
- Khattak S, Hussain I, Gomez‐Aguilar JF, Jan R. Analysis of PD‐type iterative learning control for discrete‐time singular system. Mathematical Methods in the Applied Sciences. 2021 Aug 4.

### Interests

Optimal control problems

Iterative learning control

Mix Discontinuous Galerkin method

Fractional calculus