Hey, My name is Bharath Kumar

Driven and innovative supply chain professional with a passion for optimizing logistics, enhancing inventory management, and leveraging technology to drive efficient and impactful supply chain solutions.

Projects

About Me Hey there, I'm Bharath Kumar, An engineer and problem solver fueled by a passion for optimizing supply chain processes, enhancing logistics efficiency, and leveraging technology and innovation to drive operational excellence . I earned my Master's degree in Management Science and Engineering from Lehigh University in December 2023.

Get to know me!

Hey! It's Bharath Kumar and I'm a Supply Chain Analyst located in New York. I've completed projects for companies, consulted for startups, and collaborated with talented professionals to create business solutions that optimize supply chain operations, enhance logistics efficiency, and drive operational excellence for both business and consumer use.

I'm passionate about supply chain management. Over the years, I've worked on numerous projects across various industries, optimizing processes and enhancing logistics efficiency. Feel free to check out my resume here.

Resume

My Skills

IBM SPSS Modeler

Python

Google Colab

Tableau

GIT

Power Point

Excel

AMPL

Syteline

Minitab

Chat GPT

Projects Most of my projects are graduate level and live link for each of the project is mentioned.

Inventory Optimization

Formulated a mathematical model in AMPL to optimize the amount of inventory to be ordered by taking into consideration: Ordering, Purchasing, Holding cost,lead time and safety stock of each time period.

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Online Article Popularity Prediction

Predicted the popularity of online articles using machine learning models like logistic regression and neural networks to analyze key performance indicators, achieving a 73.3% accuracy.

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Bond Portfolio Optimization

Constructed cost-effective municipal bond portfolios using linear programming and immunization strategies to manage fixed-income risks, aligning with liability streams in present value, duration, and convexity.