| Subject | Core Concepts to Apply | Project/Application Use Case (E-commerce & Fintech) |
| Mathematical Foundations for ML (AIMLZC416) | Vector algebra, Gradient descent, & PCA. | ML System Optimization: Using PCA for dimensionality reduction to optimize the performance of the ClickHouse-powered analytics dashboard you built at xyz. |
| Introduction to Statistical Methods (AIMLZC418) | Bayes Theorem, Hypothesis Testing, & Time series analysis. | Inventory Forecasting: Applying ARIMA/SARIMA time series models to your SKU-level inventory API at abc to predict stock-outs with higher statistical significance. |
| Machine Learning (AIMLZG565) | Supervised/Unsupervised Learning & Ensemble methods | Intelligent Fraud Detection: Utilizing Random Forest or SVMs to enhance the real-time reconciliation system designed for upi payments at xyz. |
| Deep Neural Networks (AIMLZG511) | Backpropagation, CNNs, & Transformers. | B2B Communication Intelligence: Using Transformer-based NLP models to extract intent and automate tracking from the Order Notes API you designed. |
Category: Comprehensive AI ML
Comprehensive AI ML
Phase 1
- Mathematical Foundations for Machine Learning (AIMLZC416)
- Focuses on linear algebra (vectors, matrices, eigenvalues), multivariate calculus (Jacobian, Hessian), and optimization techniques like Gradient Descent and PCA.
- Introduction to Statistical Methods (AIMLZC418)
- Covers probability concepts, Bayes Theorem, hypothesis testing, and time series analysis (ARIMA, SARIMA).
- Machine Learning (AIMLZG565)
- An introduction to various kinds of learning (supervised, unsupervised), model selection, Bayesian learning, and non-linear models like Decision Trees and Support Vector Machines (SVM).
- Deep Neural Networks (AIMLZG511)
- Covers the approximation properties of neural networks, backpropagation, CNNs, RNNs, Transformers, and applications in time series modeling.
Phase 2
Phase 3
Phase 4 – Hands on