How Cheenta works to ensure student success?

Explore the Back-StorySince 2010

A beautiful program on higher mathematics for the entrances of TIFR, ISI M.Math, IIT JAM and Math Subject GRE

Most students work in theoretical part of mathematics. What you actually need to do is problem solving.

Over the years Cheenta students have used problem —> concept strategy. This method has produced remarkable results in contests like TIFR, ISI MMath, CMI MSc Math and IIT JAM.

Over the years Cheenta students have used problem —> concept strategy. This method has produced remarkable results in contests like TIFR, ISI MMath, CMI MSc Math and IIT JAM.

3-days a week problem solving live class

Doubt clearing chat support

TIFR, ISI MMath, IIT JAM, Math Subject GRE, CMI MSc Math

Rs. 2400 + GST for each 2-month subscription; renewed every 2 months.

The Extended 1-year course has dedicated theory classes and problem solving classes. If you have at least one year for preparation then this is a better option..

3-days a week problem solving live class

1 concept class per week

1 doubt clearing class per week

TIFR, ISI MMath, IIT JAM, Math Subject GRE, CMI MSc Math

Rs. 4899 + GST for each 2-month subscription; renewed every 2 months

The college mathematics program at Cheenta is created by researchers from leading universities in India and abroad.

Founder Faculty at Cheenta

PhD in Geometric Group Theory from University of Wisconsin, Milwaukee. Founder, faculty at Cheenta.

Faculty at Cheenta

PhD in Dynamical Systems from IMPA, CMI alumus, faculty at Cheenta.

College Math Program curriculum consists of two broad components: refresher on pre-college mathematics and college level modules on group theory, linear algebra, vector calculus and real analysis.

Book: Challenges and Thrills of Pre College Mathematics by Venkatchala et al

A refresher of pre-college topics such as number theory, geometry, algebra and combinatorics. These are useful to build a strong foundation in problem solving.

Book: Introduction to Real Analysis by Bartle and Sherbet

Sequences, Limit, Continuity, Uniform Continuity, Heine Borel Theorem, Convergence Tests

Book: Contemporary Abstract Algebra by Gallian

Rings, Fields, Sylow’s Theorem, Lagrange Theorem, Galois Theory, Isomorphism Theorems

Book: Calculus: Early Transcendentals: James Stewart

Vector fields, Multivariable calculus, Tangent Spaces, Gradients and Jacobian, Green’s Theorem, Stoke’s Theorem.

Book: Introduction to Linear Algebra by Gilbert Strang

Vector Spaces, Linear Transformations, Matrices, Eigen Values, Eigen vectors, Spectral Theory

Cheenta is a knowledge partner of Aditya Birla Education Academy

Advanced Mathematical Science. Taught by olympians, researchers and true masters of the subject.

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