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data-scientist-roadmap's Introduction

Course Structure

  • Linear Algebra : eigen values, eigen vectors, PCA, ICA, Pseudo Inverse, Matrix\vector differntiation, Norm
  • Central Limit theurom and its importance
  • A/B testing, Hypothesis, P-value, F-value, T-test
  • Chi-Squared test
  • Sampling and its types
  • Data cleansing
  • Handling Missing data
  • Outlier Detection
  • Feature Selection Techniques
  • Feature engineering
  • Expectation, Variance and Mean
  • Error analysis
  • Bias and variance and its trade-off
  • linear/non-lineer/multiple/logistic regression , assumptions, performance metrics
  • R-value, Adjusted-R, P-value
  • L1 and L2, ridge and lasso
  • Ensemble techniques and why its work ?
  • Decision tree(CART, ID3.4)
  • How to compute Entropy for conntnious data ?
  • Bagging, Boosting , Stacking, (why bagging works)
  • Underfitting and Overfitting, Tradeoff, overcoming them , preventive methods
  • Random Forest
  • Adaboost, Gradient Boost, XGboost etc.
  • Perceptron model, Activation function, Neural network/cnn, Backpropagation, Grad descent/asscent
  • Effect of Batch size, learning rate.
  • Loss function/ optimization/ how to derive them
  • SVM and assumptions
  • conditional probability, conditional idependence
  • Naive bayes and assumption
  • Confusion Matrix, AUC, ROC, false positive, false negative, etc.
  • Performance metrics in CNN (mAP, confusion matrix etc.)
  • K- nearest neighbour, Assumption, Performance metrics, Advantages and Disadvantages.
  • K- mean, Assumption, Performance metrics, Advantages and Disadvantages.
  • DSBCAN and Other clustering algorithm
  • Gaussian mixture model
  • Expectation maximization

License and Citation

If you are using this repo for prepration and in some work, and it helped you in anyway, please consider dropping a mail to me or cite this repo with link in any of your repo and follow me on github.

A big shoutout to Analytics vidhya , medium blog, statistics how to , and the whole internet for giving knowledge for free.

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