Why This Batch is a Game-Changer?
✅ Complete Coverage of Full Syllabus (From Basics to JRF Level)
✅ Power-Packed Lectures by India&rsquo;s Top Faculty
✅ Dedicated and Totally Updated Theory Classes by following Updated and Predicted Trends
✅ Concept Building + High-Level Problem Solving
✅ Live + Recorded Classes &ndash; Study at Your Comfort
✅ Special Sessions on PYQs (Complete Solution from 2014 to Upto Date)+ Speed Boosters ✅ Lots of Practice Session
✅ Doubt Solving in LIVE Classes + Personal Mentorship
✅ Weekly Class Test on Every Sunday
✅ Smartly Designed Test Series (Topic-wise + Full-Length)
✅ Handwritten Notes + PDF Study Material
✅ Weekly Targets + Progress Tracking ---
💥 Bonus Features for Serious Aspirants:
🎁 JRF-Focused Strategy Sessions
🎁 Revision Marathon Before Exam
🎁 Special Practice Sets for Tough Topics
🎁 Dedicated WhatsApp Doubt Group ---
📅 Batch Starts: 29.12.2025
🪑 Limited Seats Available &ndash; First Come, First Serve
📌 Medium: Online (on Pure Mathematical Academy Application)
👨&zwj;🎓 For: Aspirants of CSIR NET Dec 2025 (Also helpful for GATE, TIFR, NBHM, IIT JAM, ISI)
For Any Queries, Feel free to Contact Us:: 8900735134 (Call// WhatsApp)
Course Expiry Date:: 31.07.2026

CSIR NET June 2026 (Regular Batch LIVE)

Pure Mathematical Academy

Pure Mathematical Academy proudly presents the Complex Analysis Challenging Batch, exclusively designed for aspirants preparing for the CSIR NET December 2025, GATE 2026 and TIFR 2026&nbsp;Examination. 
This course will take you from the absolute basics of Complex Analysis to the highest advanced concepts, ensuring a strong conceptual foundation along with problem-solving mastery.
👉 Key Highlights of the Course:
Comprehensive Coverage: 
Every topic of Complex Analysis will be covered in detail &ndash; starting from fundamental definitions and theorems, and gradually moving towards deeper advanced concepts required for CSIR NET and beyond.
Conceptual Clarity: 
Focus on building crystal-clear understanding of the subject, with step-by-step logical development of theorems, proofs, and techniques.
Problem-Solving Approach: 
Intensive practice of previous year CSIR NET, GATE, TIFR, IIT JAM, and NBHM problems, along with newly designed challenging questions to strengthen analytical skills.
Progressive Level Classes: 
The course is structured in such a way that even beginners can start comfortably, but by the end, you will be solving&nbsp;very advanced level problems with confidence.
Exam-Oriented Preparation: 
Special emphasis on strategies, shortcuts, and time management techniques to maximize performance in the actual exam.
Regular Assessments: 
Weekly assignments, topic-wise quizzes will ensure continuous evaluation and improvement.
Doubt-Clearing &amp; Guidance: 
Dedicated sessions for addressing doubts, along with personalized mentorship to keep you on track throughout your preparation.
 
🚀 Why Choose This Batch? 
Linear Algebra is one of the most scoring yet conceptually demanding areas of CSIR NET. With PMA&rsquo;s structured approach, you will not only master the subject but also develop the confidence to tackle the toughest exam problems with ease.
✨ Who Can Join?
Any student preparing for CSIR NET (Dec 2025), GATE 2026
Aspirants of GATE, TIFR, NBHM, IIT JAM, or anyone who wants to achieve excellence in Linear Algebra
 
📅 Batch Start Date: 03.11.2025 
📍 Mode: 100% Online via PMA App
⚡ Limited Seats Available &ndash; Enroll Now and experience the transformation from Zero to Higher Advanced Level in Complex Analysis
&nbsp;
Contact Us:: 8900735134 (Call// WhatsApp)

Complex Analysis Challenging Batch (CSIR NET DEC 2025)

Pure Mathematical Academy proudly presents the Linear Algebra Challenging Batch, exclusively designed for aspirants preparing for the CSIR NET December 2025, GATE 2026 and TIFR 2026&nbsp;Examination. 
This course will take you from the absolute basics of Linear Algebra to the highest advanced concepts, ensuring a strong conceptual foundation along with problem-solving mastery.
👉 Key Highlights of the Course:
Comprehensive Coverage: 
Every topic of Linear Algebra will be covered in detail &ndash; starting from fundamental definitions and theorems, and gradually moving towards deeper advanced concepts required for CSIR NET and beyond.
Conceptual Clarity: 
Focus on building crystal-clear understanding of the subject, with step-by-step logical development of theorems, proofs, and techniques.
Problem-Solving Approach: 
Intensive practice of previous year CSIR NET, GATE, TIFR, IIT JAM, and NBHM problems, along with newly designed challenging questions to strengthen analytical skills.
Progressive Level Classes: 
The course is structured in such a way that even beginners can start comfortably, but by the end, you will be solving&nbsp;very advanced level problems with confidence.
Exam-Oriented Preparation: 
Special emphasis on strategies, shortcuts, and time management techniques to maximize performance in the actual exam.
Regular Assessments: 
Weekly assignments, topic-wise quizzes, and full-length mock tests will ensure continuous evaluation and improvement.
Doubt-Clearing &amp; Guidance: 
Dedicated sessions for addressing doubts, along with personalized mentorship to keep you on track throughout your preparation.
 
🚀 Why Choose This Batch? 
Linear Algebra is one of the most scoring yet conceptually demanding areas of CSIR NET. With PMA&rsquo;s structured approach, you will not only master the subject but also develop the confidence to tackle the toughest exam problems with ease.
✨ Who Can Join?
Any student preparing for CSIR NET (Dec 2025)
Aspirants of GATE, TIFR, NBHM, IIT JAM, or anyone who wants to achieve excellence in Linear Algebra
 
📅 Batch Start Date: 18.09.2025 
📍 Mode: 100% Online via PMA App
⚡ Limited Seats Available &ndash; Enroll Now and experience the transformation from Zero to Higher Advanced Level in Linear Algebra!
&nbsp;
Contact Us:: 8900735134 (Call// WhatsApp)

Linear Algebra Challenging Batch (CSIR NET DEC 2025)

Digital Products

CSIR NET June 2026 (Regular Batch LIVE)

Complex Analysis Challenging Batch (CSIR NET DEC 2025)

Linear Algebra Challenging Batch (CSIR NET DEC 2025)

CSIR NET DEC 2025 (Regular Batch)