Value Investing In India: Interview With Sanjay Bakshi

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After much delay owing to issues in getting mutually convenient dates, I have finally finished my interview of Prof. Sanjay Bakshi.

Here is the first part of the interview. As you will find below, it’s amazing the way Prof. Sanjay Bakshi has explained critical concepts in investing in a highly comprehensive yet simplified manner.

Enjoy the wisdom!

Safal Niveshak: Let me start with a question I have been waiting to ask you for some time now. Through a comment on a link I shared on FB and through a few of your posts over the past few months, you have suggested that your investment philosophy has moved further towards high quality businesses, and great managements. Can you please elaborate on the same? What has been this transition all about? And why?

Sanjay Bakshi: I started my career as a value investor in 1994. Over the last twenty years, I have practiced most styles of value investing including as Graham-and-Dodd style of investing in statistical bargains, risk arbitrage, activist investing, bankruptcy workouts, and Warren Buffett style of investing in moats. There have been times when I have owned 40 stocks and times when I have owned just 10.

I teach all these value investing styles in my course at MDI. I tell my students that they need to pick a style which suits their personality.

Some students have a statistical bend of mind and prefer to work with situations that can be evaluated more objectively than others. I tell them to focus on statistical bargains and risk arbitrage. I ask them to practice wide diversification.

Others like to delve deep into the fundamental economics of businesses and are comfortable with dealing with softer issues like quality of management. I ask them to focus on moats and diversify less. It all depends on what you enjoy doing over time and what has worked for you.

I have absolutely enjoyed practicing all these styles of value investing. Over the years, I also learnt a few additional things. One of them was about the idea of returns per unit of stress.

See full article here.

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