NAVODAYA VIDYALAYA SAMITI INITIATIVE

JNV RMO Preparation Series 2026

Online Mathematics Sessions for IOQM-Qualified Students

Prepare for the Regional Mathematical Olympiad (RMO) through expert-led online mathematics sessions.

5–17 November 2026   |   10:00 AM – 1:00 PM

Congratulations on Qualifying IOQM!

Congratulations on qualifying the Indian Olympiad Qualifier in Mathematics (IOQM)!

The Regional Mathematical Olympiad (RMO) is scheduled for 19 November 2026. To support your preparation, Navodaya Vidyalaya Samiti (NVS) is facilitating a series of online mathematics sessions for IOQM-qualified students.

These sessions will help you:

  • Strengthen mathematical concepts.
  • Explore challenging Olympiad problems.
  • Learn different problem-solving techniques.
  • Develop the ability to write clear and rigorous mathematical proofs.

The sessions will cover Number Theory, Algebra, Geometry and Combinatorics, along with proof-writing and exam preparation.

We encourage all eligible students to participate actively, attempt assigned problems, ask questions and make the most of this learning opportunity.

Programme Details

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5–17 Nov Session Dates, 2026
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10 AM – 1 PM 3 Hours per Session
💻
Online Mode of Learning
🎓
IOQM Qualified JNV Students
How to Participate

Join the live sessions using the meeting link. Recordings will also be available through the YouTube playlist for revision, subject to availability.

Click here to join the live sessions

Click here to watch session recordings

Session Schedule

Join the sessions as per the schedule below. Each session will focus on a specific mathematical topic and Olympiad problem-solving techniques.

Date Topic Lead Mentor
5 Nov
Thursday
RMO Problem-Solving & Proof-Writing Foundations Dr. Sagar Srivastava
Iowa State University, USA
6 Nov
Friday
Number Theory I: Divisibility and Primes Udvas Das
ISI Kolkata
7 Nov
Saturday
Number Theory II: Remainders and Diophantine Equations Udvas Das
ISI Kolkata
10 Nov
Tuesday
Geometry I: Triangles and Similarity Dr. Sagar Srivastava
Iowa State University, USA
11 Nov
Wednesday
Geometry II: Circles and Advanced Configurations Dr. Sagar Srivastava
Iowa State University, USA
12 Nov
Thursday
Combinatorics I: Counting and Pigeonhole Principle Udvas Das
ISI Kolkata
13 Nov
Friday
Combinatorics II: Invariants and Parity Udvas Das
ISI Kolkata
14 Nov
Saturday
Algebra I: Identities, Factorisation and Equations Dr. Partha Sarthy Ghosh
TIFR
15 Nov
Sunday
Algebra II: Inequalities and Polynomials Dr. Partha Sarthy Ghosh
TIFR
17 Nov
Tuesday
RMO Mixed-Problem Workshop & Final Touches Dr. Sagar Srivastava
Iowa State University, USA

All sessions will be conducted from 10:00 AM to 1:00 PM. The schedule and topics are indicative and may be updated. Please check this page for the latest information.

What Will You Learn?

Explore the key areas covered in each session. Click on a topic to view its focus areas.

5 November – Proof-Writing Foundations
Structure of a proof; assumptions and conclusions; direct proof, contradiction, counterexamples; writing complete solutions.

Mentor: Dr. Sagar Srivastava, Iowa State University, USA

6 November – Number Theory I
Divisibility, primes, factors, GCD/LCM, parity; proving statements about integers.

Mentor: Udvas Das, ISI Kolkata

7 November – Number Theory II
Congruences, modular arithmetic, integer solutions and impossibility proofs.

Mentor: Udvas Das, ISI Kolkata

10 November – Geometry I
Congruence, similarity, angle chasing, auxiliary constructions and logically sequenced proofs.

Mentor: Dr. Sagar Srivastava, Iowa State University, USA

11 November – Geometry II
Cyclic quadrilaterals, circle theorems, angle/ratio arguments and justifying constructions.

Mentor: Dr. Sagar Srivastava, Iowa State University, USA

12 November – Combinatorics I
Counting arguments, casework, pigeonhole principle and avoiding double-counting.

Mentor: Udvas Das, ISI Kolkata

13 November – Combinatorics II
Invariant-based proofs, parity, extremal reasoning and impossibility arguments.

Mentor: Udvas Das, ISI Kolkata

14 November – Algebra I
Proving identities; justified algebraic manipulation; factorisation and equivalent statements.

Mentor: Dr. Partha Sarthy Ghosh, TIFR

15 November – Algebra II
Inequality proofs, equality cases, polynomial properties and counterexamples.

Mentor: Dr. Partha Sarthy Ghosh, TIFR

17 November – RMO Final Preparation
Timed mixed-topic practice; selecting proof strategies; complete solution-writing; reviewing common gaps.

Mentor: Dr. Sagar Srivastava, Iowa State University, USA

Important Instructions for Students

To make the most of these sessions, follow the instructions below and stay consistent with your preparation.

1Attend Regularly

Join using the meeting link and be ready before the scheduled start time.

2Complete the Pre-work

Attempt assigned problems before each session to make discussions more effective.

3Practise Writing Proofs

Explain why your answer is correct through clear, logical and complete mathematical arguments.

4Attempt Practice Worksheets

Solve the assigned questions after each session to consolidate your understanding.

5Revise Using Recordings

Revisit lecture recordings and work through problems you found difficult.

6Prepare Consistently

Practise regularly, review concepts and improve your problem-solving approach before the RMO.

Make the Most of This Opportunity!

The RMO is an opportunity to demonstrate your mathematical reasoning, creativity and perseverance. Stay curious, challenge yourself with unfamiliar problems, and focus on understanding the reasoning behind every solution.

We wish you the very best for your RMO preparation and the examination on 19 November 2026!