Selection List
Click here to download the full list as a PDF fileSee the searchable list at this link.
The Mathematics Training and Talent Search (MTTS) Trust is pleased to announce an eight-session online weekend course on “Linear Algebra: A Gateway to Artificial Intelligence (AI) and Machine Learning (ML)”, designed for students and teachers interested in understanding the mathematical foundations of modern Artificial Intelligence (AI) and Machine Learning (ML).
The course will commence on September 12, 2026, and will be conducted over weekends. Each session will consist of 75 minutes of MTTS-style highly interactive session followed by 45 minutes of hands-on programming using Python.
The course will be taught by Dr. Swanand Khare (IIT Kharagpur).
Why this course?
Linear Algebra is one of the foundational subjects on which modern machine learning heavily relies. High-dimensional data such as images, video and text embeddings are represented as matrices and vectors. Linear transformations play a crucial role in feature representation when weight matrices multiply the inputs in a hidden layer of a neural network. Linear regression models require solving an overdetermined system of linear equations in the least-squares sense. The eigenvalue–eigenvector decomposition of the covariance matrix, or the SVD of the data matrix, enables representing the data in a lower-dimensional space, making the subsequent computation efficient. Low-rank approximations pave the way for LoRA updates of deep networks in the presence of streaming data. We will cover these concepts along with several applications and hands-on exercises in the course on “Linear Algebra: A Gateway to AI–ML”. The main objective of this course is to familiarize participants with these important concepts and computational techniques in linear algebra and demonstrate their use in AI and ML applications. A first course in linear algebra is a pre-requisite for this course. Basic knowledge of Python will be an added advantage; however, we will conduct one session on matrix computations with Python at the beginning of the course.
Course Highlights
- Instructor: Dr. Swanand Khare (IIT Kharagpur)
- Mode: Online
- Commencement: September 12, 2026
- Schedule: Weekend classes
- Duration: 8 sessions
- Each Session: 75-minute interactive lecture + 45-minute hands-on Python session
- Registration: Compulsory; No Registration Fee
- Coordinator: Dr. Prashantkumar Patel,
Dept. of Mathematics, Sardar Patel University, Vallabh Vidyanagar, Gujarat, India
Who can apply?
- Students pursuing undergraduate studies (6th Semester onwards) or higher studies in Mathematics and allied areas.
- Teachers teaching Mathematics and allied subjects at the Undergraduate or Postgraduate level.
- Seats are limited, and selection will be based on eligibility and the number of applications received.
How to Apply
- Log In or Register: Visit the MTTS Application Portal. Log in to your existing account, or register for a new one if you are a first-time user.
- Locate the Programme: Navigate to the Academic Programmes menu. Find and click on Linear Algebra: A Gateway to AI & Machine Learning.
- Fill Out the Form: Complete the application by entering all required details.
- Save and Verify: Click Save and Verify, then follow the prompt to complete the verification. (Note: Unverified applications will not be processed.)
- Record Your Application Number: Write down your application number immediately. You will need to quote this number in all future communications regarding the programme.
⚠️ Important Submission Guidelines
- No manual submission needed: Once verified, you do not need to submit the form. It will be automatically submitted after the application deadline passes.
- Editing your application: You may log back in to edit your application at any time before the deadline. However, every edit requires you to re-verify.
- Draft status warning: If you edit your application but forget to re-verify it, it will revert to a “Draft.” We will not consider draft applications during the selection process.
Prerequisites
Participants are expected to have completed a first course in Linear Algebra. Familiarity with Python is desirable but not mandatory, as an introductory session on matrix computations using Python will be conducted at the beginning of the course.
Instructions for Selected Candidates
The sessions of “Linear Algebra: A Gateway to AI & Machine Learning” (Programme Code: 26OCLA01) will be conducted through the Zoom platform.
To attend the sessions, please complete the following steps:
- Create a Zoom account using the same email ID that you used to apply for 26OCLA01. (Visit https://zoom.us/signup#/signup to create a zoom account, if you do not have one with your MTTS registered username as login id)
- Register for the Zoom sessions using the same email ID. The registration link will be available in your inbox on the 5dspace login portal, and will also be emailed to you separately.
- This is a one-time registration and will allow you to attend all the sessions of the programme.
Please complete your registration by 4:00 p.m. on Wednesday, 9 September 2026. Failure to register by the deadline may result in the cancellation of your selection.
After registration, you will receive a confirmation email containing the information required to join the sessions, subject to the approval process. This information is personalized and must not be shared with anyone else.
Join us for this exciting opportunity to strengthen your mathematical foundations and discover how Linear Algebra powers today’s Artificial Intelligence and Machine Learning.
Speaker
Dr. Swanand Khare (IIT Kharagpur)
Programme Details
Duration : 12/09/2026 to 31/10/2026
Coordinator: Dr. Prashantkumar Patel,
Dept. of Mathematics, Sardar Patel University, Vallabh Vidyanagar, Gujarat, India
Email : mtts.linearalgebraaimt@gmail.com
Important dates
- Start Date of Application: August 04, 2026
- End Date for Application: August 22, 2026
- Publication of Selection List: August 31, 2026
- Course starts on : September 12, 2026
Selection List
Click here to download the full list as a PDF fileSee the searchable list at this link.