ISI MStat & IIT JAM Statistics Coaching

Important Announcements:

  • ISI MStat 2021 batch live.
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  • Mahalanobis National Statistics Competitions (MNStatC) Exam starting from 15th November. Apply now and participate!

Welcome to Cheenta Statistics Program

Fall in love with Data and Chance with Cheenta Statistics Coaching Program for ISI MStat and IIT JAM Statistics. Join the group of Passionate Learners today! 

Choose Your Learning Path

Why Cheenta?

Taught by actual students of I.S.I. & I.I.T.

 

Srijit Mukherjee

B.Stat, M.Stat, ISI Kolkata

 

Soham Ghosh

MStat, IIT Kanpur

Get Started with Cheenta Statistics


 

  • Get Started with Cheenta Statistics and Get a demo mock test.
  • Taught by students from Indian Statistical Institute (ISI), Chennai Mathematical Institute (CMI) & Indian Institute of Technologies (IIT).
  • World-class refund policy
  • 24/7 advanced statistics support
  • Only for serious Statistics Students.

Bayes’ in-sanity || Cheenta Probability Series

Listen to a frequentist's carping over Bayesian school of thinking!

Laplace in the World of Chances| Cheenta Probability Series

In this post we will be discussing mainly about, naive Bayes Theorem, and how Laplace, developed the same idea as Bayes, independently and his law of succession goes.

Bayes and The Billiard Table | Cheenta Probability Series

This post discusses how judgements can be quantified to probabilities, and how the degree of beliefs can be structured with respect to the available evidences in decoding uncertainty leading towards Bayesian Thinking.

Nonconglomerability and the Law of Total Probability || Cheenta Probability Series

This explores the unsung sector of probability : "Nonconglomerability" and its effects on conditional probability. This also emphasizes the idea of how important is the idea countable additivity or extending finite addivity to infinite sets.

Judgements in a Fitful Realm | Cheenta Probability Series

This post discusses how judgements can be quantified to probabilities, and how the degree of beliefs can be structured with respect to the available evidences in decoding uncertainty leading towards Bayesian Thinking.

Probability From A Frequentist’s Perspective || Cheenta Probability Series

This post discusses about the history of frequentism and how it was an unperturbed concept till the advent of Bayes. It sheds some light on the trending debate of frequentism vs bayesian thinking.

Some Classical Problems And Paradoxes In Geometric Probability||Cheenta Probability Series

This is our 6th post in our ongoing probability series. In this post, we deliberate about the famous Bertrand's Paradox, Buffon's Needle Problem and Geometric Probability through barycentres.

How to Measure the Length of your Earphone from a Pic?| Cheenta Probability Series

This is our 5th post in the Cheenta Probability Series. This article teaches how to mathematically estimate the length of an earphone wire by it's picture.