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Machine Learning

Mathematics, Python, ML algorithms, Deep Learning, සහ MLOps — complete ML engineer learning path.

Advanced
53 Topics
8–14 months
6 Courses
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Mathematical FoundationsProgramming & DataMachine Learning AlgorithmsDeep LearningMLOps & ProductionIntroductionCalculusLinear AlgebraProbability & StatisticsPythonData ProcessingSupervised LearningUnsupervised LearningNeural NetworksDL FrameworksDL ArchitecturesMLOps & DeploymentWhat is an ML Engineer?ML Engineer vs AI EngineerSkills and ResponsibilitiesDerivatives, Partial DerivativesChain Rule of DerivationGradient, Jacobian, HessianMatrix & Matrix OperationsScalars, Vectors, TensorsSingular Value DecompositionDeterminants, Inverse of MatrixEigenvalues, DiagonalizationBasics of ProbabilityBayes TheoremRandom Variables, PDFsTypes of DistributionPython Basics & OOPNumPy & PandasMatplotlib & SeabornData Collection & CleaningFeature EngineeringExploratory Data AnalysisLinear RegressionLogistic RegressionDecision Trees & Random ForestSupport Vector MachinesK-Means ClusteringPCA & Dimensionality ReductionAnomaly DetectionPerceptron & BackpropagationActivation FunctionsOptimizers (SGD, Adam)TensorFlow / KerasPyTorchCNN – Image RecognitionRNN / LSTM – SequencesTransformers & AttentionGANs – Generative ModelsModel Serving (Flask, FastAPI)Docker for MLMLflow / Weights & BiasesCloud ML (AWS, GCP)

All Topics in This Roadmap

Introduction

ML engineering overview: what the role entails, how it differs from data science

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  • What is an ML Engineer?
  • ML Engineer vs AI Engineer
  • Skills and Responsibilities

Calculus

Differential calculus concepts essential for understanding gradient descent and

  • Derivatives, Partial Derivatives
  • Chain Rule of Derivation
  • Gradient, Jacobian, Hessian

Linear Algebra

Matrix math and vector spaces — the language of ML. Critical for understanding t

  • Matrix & Matrix Operations
  • Scalars, Vectors, Tensors
  • Singular Value Decomposition
  • Determinants, Inverse of Matrix
  • Eigenvalues, Diagonalization

Probability & Statistics

Statistical foundations for ML: probability theory, distributions, and Bayesian

  • Basics of Probability
  • Bayes Theorem
  • Random Variables, PDFs
  • Types of Distribution

Python

Python mastery — the primary language for ML. From basics to scientific computin

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  • Python Basics & OOP
  • NumPy & Pandas
  • Matplotlib & Seaborn

Data Processing

Raw data to ML-ready datasets: cleaning, transforming, and engineering features.

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  • Data Collection & Cleaning
  • Feature Engineering
  • Exploratory Data Analysis

Supervised Learning

Learning from labeled data: regression for continuous targets, classification fo

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  • Linear Regression
  • Logistic Regression
  • Decision Trees & Random Forest
  • Support Vector Machines

Unsupervised Learning

Finding patterns in unlabeled data: clustering, dimensionality reduction, anomal

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  • K-Means Clustering
  • PCA & Dimensionality Reduction
  • Anomaly Detection

Neural Networks

Artificial neural networks: how neurons compute, train, and learn representation

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  • Perceptron & Backpropagation
  • Activation Functions
  • Optimizers (SGD, Adam)

DL Frameworks

Industry-standard deep learning libraries for building, training, and deploying

  • TensorFlow / Keras
  • PyTorch

DL Architectures

Specialized neural network architectures for images, sequences, text, and genera

  • CNN – Image Recognition
  • RNN / LSTM – Sequences
  • Transformers & Attention
  • GANs – Generative Models

MLOps & Deployment

Taking ML models from notebooks to production: serving, monitoring, and CI/CD fo

  • Model Serving (Flask, FastAPI)
  • Docker for ML
  • MLflow / Weights & Biases
  • Cloud ML (AWS, GCP)
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