Dr. Nauman Ahmed


Associate Professor

Mathematics and Statistics

Biography

Dr. Nauman Ahmed has been serving as an Assistant Professor in the Department of Mathematics & Statistics at the University of Lahore, Lahore, Pakistan since 2015. His area of research is Numerical Analysis of Nonlinear Spatio-Temporal Dynamical Systems. He has eight-year teaching experience at the undergraduate level. He earned his Ph.D.(Mathematics) degree in the year 2020 from the University of Management and Technology, Lahore, Pakistan. More than seventy impact factor research articles are on his credit.  He is also doing research work in collaboration with national and international distinguished researchers in the relevant field. Moreover, he has supervised more than fifteen M.Phil. students. Currently, he is working on the numerical solutions to the Stochastic, Fuzzy, and Fractional differential equations.

Education

SrNo. Year Degree Board/University
1 2014-Continue PhD University of Management and Technology, Lahore, P
2 2013 M. Phil Minhaj University, Lahore, Pakistan
3 2004 M.Sc Islamia University, Bahawalpur, Pakistan

Experience

SrNo. From To Category Designation Organization
1 2015 Continue Lecturer University of Lahore, Lahore, Pakistan
2 2013 2015 Lecturer Minhaj University, Lahore, Pakistan
3 2009 2013 Lecturer Punjab Group of Colleges, Lahore, Pakistan
4 2007 2009 Lecturer Superior Group of Colleges, Rahim Yar Khan, Pakist

Publications

SrNo. Title
1 A fractal fractional model for computer virus dynamics
2 Numerical investigation for the nonlinear model of hepatitis-B virus with the existence of optimal solution
3 Structure preserving numerical scheme for spatio-temporal epidemic model of plant disease dynamics
4 Design of a nonlinear model for the propagation of COVID-19 and its efficient nonstandard computational implementation
5 Numerical Analysis of Novel Coronavirus (2019-nCov) Pandemic Model with Advection
6 Spatio-Temporal Dynamics and Structure Preserving Algorithm for Computer Virus Model
7 New applications related to Covid-19
8 Mathematical analysis and design of the nonstandard computational method for an epidemic model of computer virus with delay Effect: Application of mathematical biology in computer science
9 Numerical and bifurcation analysis of spatio-temporal delay epidemic model
10 Numerical study for epidemic model of hepatitis-B virus
11 Design and analysis of a discrete method for a time-delayed reaction–diffusion epidemic model
12 Analysis of a nonstandard computer method to simulate a nonlinear stochastic epidemiological model of coronavirus-like diseases
13 Numerical simulation and stability analysis of a novel reaction–diffusion COVID-19 mode
14 Mathematical analysis and numerical investigation of advection-reaction-diffusion computer virus model
15 A SEIR model with memory effects for the propagation of Ebola-like infections and its dynamically consistent approximation
16 Numerical and bifurcation analysis of SIQR model
17 Design of Computer Methods for the Solution of Cervical Cancer Epidemic Model
18 Mathematical analysis of novel coronavirus (2019-nCov) delay pandemic model
19 Numerical modeling and theoretical analysis of a nonlinear advection-reaction epidemic system
20 Optimality of Solution with Numerical Investigation for Coronavirus Epidemic Model
21 Novel numerical analysis for nonlinear advection–reaction–diffusion systems
22 Dynamical behavior and sensitivity analysis of a delayed coronavirus epidemic model
23 A Structure Preserving Numerical Method for Solution of Stochastic Epidemic Model of Smoking Dynamics
24 Positivity preserving technique for the solution of HIV/AIDS reaction diffusion model with time delay
25 Numerical Analysis of the Susceptible Exposed Infected Quarantined and Vaccinated (SEIQV) Reaction-Diffusion Epidemic Model
26 Numerical analysis of diffusive susceptible-infected-recovered epidemic model in three space dimension
27 Positivity and boundedness preserving numerical algorithm for the solution of fractional nonlinear epidemic model of HIV/AIDS transmission
28 Structure preserving algorithms for mathematical model of auto-catalytic glycolysis chemical reaction and numerical simulations
29 A numerical efficient splitting method for the solution of two dimensional susceptible infected recovered epidemic model of whooping cough dynamics: Applications in bio-medical engineering
30 Stability analysis and numerical simulations of spatiotemporal HIV CD4+ T cell model with drug therapy
31 Structure preserving numerical analysis of HIV and CD4+ T-cells reaction diffusion model in two space dimensions
32 Investigation of electromagnetic wave structures for a coupled model in antiferromagnetic spin-ladder medium
33 A novel time efficient structure-preserving splitting method for the solution of two-dimensional reaction-diffusion systems
34 Positive explicit and implicit computational techniques for reaction–diffusion epidemic model of dengue disease dynamics
35 Positivity preserving computational techniques for nonlinear autocatalytic chemical reaction model
36 Mathematical and numerical investigations of the fractional order epidemic model with constant vaccination strategy
37 Structure preserving computational technique for fractional order Schnakenberg mode
38 A Reliable Numerical Analysis of Transmission Dynamics of Chicken Pox (Varicella Zoster Virus)
39 An Efficient Numerical Method for the Solution of the Polio Virus (Poliomyelitis) Epidemic Model with the Role of Vaccination
40 Numerical modeling of three dimensional Brusselator reaction diffusion system
41 Positive preserving operator splitting nonstandard finite difference methods for SEIR reaction diffusion model
42 "Analysis and Nonstandard Numerical Design of a Discrete Three-Dimensional Hepatitis B Epidemic Model"
43 "Apatio-Temporal Numerical Modeling of Auto-Catalytic Brusselator Model"
44 "Spatio-temporal numerical modeling of reaction-diffusion measles epidemic system"
45 "Numerical modeling of three dimensional Brusselator reaction diffusion system "
46 Spatio-temporal numerical modeling of auto-catalytic brusselator model
47 "Numerical treatment of non-local boundary value problem by using non-standard finite difference technique"
48 Numerical Modeling of SEIQV Epidemic Model with Saturated Incidence Rate
49 Solution of the Zabolotskaya-Khokholov Equation by Laplace Decomposition Method
50 Numerical modeling of susceptible latent breaking-out quarantine computer virus epidemic dynamics
51 Numerical modeling of SEIR measles dynamics with diffusion
52 Numerical treatment of an epidemic model with spatial diffusion
53 Numerical Modeling of SEIQV Epidemic Model with Saturated Incidence Rate

Conferences

Awards

Memberships

Courses Taught

SrNo. Type Title University Semester
1 Theory Applied Math University of Lahore, Lahore, Pakistan I
2 Theory Applied Math-IV University of Lahore, Lahore, Pakistan IV
3 Theory Applied Math-III University of Lahore, Lahore, Pakistan III
4 Theory Differential Geometry University of Lahore, Lahore, Pakistan VII
5 Theory Real Analysis-I University of Lahore, Lahore, Pakistan V
6 Theory Numerical Analysis-I University of Lahore, Lahore, Pakistan V
7 Theory Number Theory Minhaj University, Lahore, Pakistan VII
8 Theory Vector and Tensor Analysis Minhaj University, Lahore, Pakistan V
9 Theory Partial Differential Equations University of Lahore, Lahore, Pakistan VII
10 Theory Statistics-I( Introduction to Statistics) University of Lahore, Lahore, Pakistan I
11 Lab Statistics Lab-I University of Lahore, Lahore, Pakistan I
12 Theory Calculus University of Lahore, Lahore, Pakistan I
13 Theory Topology Minhaj University, Lahore, Pakistan VIII
14 Theory Functional Analysis Minhaj University, Lahore, Pakistan VI
15 Theory Ordinary Differential Equations-II University of Lahore, Lahore, Pakistan VI
16 Theory Ring and Vector Space University of Lahore, Lahore, Pakistan VI
17 Theory Fluid Mechanics-I University of Lahore, Lahore, Pakistan VII
18 Theory Fluid Mechanics-II University of Lahore, Lahore, Pakistan VIII
19 Theory Advanced Real Analysis University of Lahore, Lahore, Pakistan VI
20 Theory Numerical Analysis-II University of Lahore, Lahore, Pakistan VIII

Project Supervisor

SrNo. Title From - To Organization Type
1 Numerical Solution of Kuramoto-Sivashinsky Equatio 2015 - 2017 University of Lahore, Lahore, Pakistan M. Phil Thesis
2 Implicit Finite Difference Methods For Linear and 2015 - 2017 University of Lahore, Lahore, Pakistan M. Phil Thesis

Services

Books

Research Fundings

Extracurricular Activities

SrNo. Hobbies Interests

Languages and Skills

SrNo. Langues Skills
1 English
2 Urdu
3 Punjabi

Active Collabrations

Consulting Experience