Data Science Leadership Series : Part 1 – The need for AI Product Management

People keep talking about data science being such a rewarding and lucrative career, but I feel it's time to talk about the serious gaps that's been bugging this field, in terms of operationalizing a successful data teams. Few tech companies like the Googles and Microsofts of the world have got this working like a well-oiled … Continue reading Data Science Leadership Series : Part 1 – The need for AI Product Management

The Power of Distributed XGBoost: Efficient and Cost-Effective Training for Petabytes of Data

In the era of big data, managing and processing large volumes of information is a challenge faced by many organizations. As a data science professional, one must constantly explore innovative techniques to extract meaningful insights from massive datasets. You would be surprised how many data teams in really large organizations still default to neural network … Continue reading The Power of Distributed XGBoost: Efficient and Cost-Effective Training for Petabytes of Data

Explaining P-value to a non technical audience

Wikipedia defines p-value as "the probability of obtaining test results at least as extreme as the results actually observed, under the assumption that the null hypothesis is correct". Well if we give this definition, say in a presentation to a product or a business team, you're most probably gonna receive piercing puzzled looks. One of the major … Continue reading Explaining P-value to a non technical audience

Understanding Multicollinearity and Confounding Variables in Regression

Multicollinearity When two or more of the predictors are correlated, this phenomenon is called multicollinearity. This affects the resulting coefficients by masking the underlying individual weights of the correlated variables. This is why model weights are not equal to feature importance. Ways to deal with multicollinearity Looking at Variance Inflation Factor (VIf), which measures the … Continue reading Understanding Multicollinearity and Confounding Variables in Regression