NumLinPy: A Workshop on the Application of Numerical Linear Algebra in Python

From: 200.00

Last Date of Registration :  10th June, 2026

SKU: Date of workshop - 13th June, 2026 Categories: , ,

Description of the workshop

Computing forms a key component of Numerical Linear Algebra. This workshop aims to develop an understanding of how to translate numerical ideas into efficient code. The programming language used will be Python, though the concepts and techniques are easily transferable to other languages.

Profile of the Instructor

Dr. Abhinav Jha is an Assistant Professor in the Department of Mathematics at the Indian Institute of Technology Gandhinagar. His research interests lie in Numerical Analysis and Scientific Computing. In addition to the theoretical analysis of numerical methods, he has a strong interest in their efficient and robust implementation on modern computing architectures. His work includes two large-scale computational projects—one developed in C++ and the other in FORTRAN—focusing on the numerical solution of partial differential equations.

Modules of the workshop

Day Module name Concepts covered Recorded videos - number of hours

Live sessions - No. of hours

Assessment Learning outcomes
13/06/26 Basics of Matrix and Vector Handling in NumPy Array creation, indexing, slicing, matrix operations, norms, vectorization, solving linear systems using NumPy 1 Hours Implement basic matrix operations and solve small linear systems in Python Build foundational skills for handling matrices and vectors efficiently in NumPy
13/06/26 Decomposition Methods (Gaussian Elimination, LU, LDL) Gaussian elimination, LU decomposition, forward/backward substitution, LDL decomposition, numerical stability 2 Hours Implement LU decomposition and solve linear systems; compare with NumPy solvers Understand direct methods for solving linear systems and their computational structure
13/06/26 Iterative Methods (Jacobi, Gauss–Seidel, SOR) Matrix splitting,
Jacobi method,
Gauss–Seidel
method,
SOR method,
convergence
criteria,
effect of
Relaxation
parameter
2 Hours Implement iterative solvers and compare convergence rates for different methods and parameters Develop intuition for iterative solvers and analyze convergence behavior in practical problems

Fee for the Workshop

Students – Rs. 236 (Rs. 200 + 18% GST)

Faculty/PostDocs Rs. 590 (Rs. 500 + 18% GST)

Industry Rs. 708 (Rs. 600 + 18% GST)

Session Details

Dates of the Workshop : 13th June, 2026

Mode of the Workshop : Online

Timings of the Session : 10:00 am - 1:00 pm and 2:00 pm - 4:00 pm

Intended Audience and Eligibility

Intended Audience:

UG, PG, PhD Students, PostDocs/Faculty and Industry.

 

Eligibilty:

Basics of Pythons are expected. If the students want, the basics can also be covered in the preliminary classes.

Certification Criteria

Attendance is mandatory for obtaining the certificate.

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