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## ISI MStat Entrance 2020 Problems and Solutions

This post contains Indian Statistical Institute, ISI MStat Entrance 2020 Problems and Solutions. Try to solve them out. This is a work in progress. Subjective Paper – ISI MStat Entrance 2020 Problems and Solutions Cheenta Statistics Department ISI MStat and IIT...

## How to roll a Dice by tossing a Coin ? Cheenta Statistics Department

How can you roll a dice by tossing a coin? Can you use your probability knowledge? Use your conditioning skills. Suppose, you have gone to a picnic with your friends. You have planned to play the physical version of the Snake and Ladder game. You found out that you...

## Bayes’ in-sanity || Cheenta Probability Series

One of the most controversial approaches to statistics, this post mainly deals with the fundamental objections to Bayesian methods and Bayesian school of thinking. Turning to the Bayesian crank, Fisher put forward a vehement objection towards Bayesian Inference,...

## Laplace in the World of Chances| Cheenta Probability Series

In this post, we will be discussing mainly, naive Bayes Theorem, and how Laplace, developed the same idea as Bayes, independently and his law of succession go. I cannot conceal the fact here that in the specific application of these rules, I foresee many things...

## Bayes and The Billiard Table | Cheenta Probability Series

This is the first of the many posts, that I will be writing on the evolution of Bayesian Thinking and Inverse Inferences, in Probability Theory, which actually changed Statistics from a tool of Data interpretation to Causal Science. When the facts change, I change my...

## 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. **10 min...