Ordinal data means values that have a natural order, but the differences between values aren't necessarily equal. Example: survey ratings like "Poor", "Fair", "Good", "Very Good", "Excellent". These are not just categories, and not quite numbers either — so they require special care.
🧩 Step-by-Step Learning Path
✅ Step 1: Understand What Ordinal Data Is
Start by learning the different types of data:
Nominal data – categories with no order (e.g., colors: red, blue)
Ordinal data – categories with order (e.g., satisfaction ratings)
Interval/Ratio data – numerical values with meaningful differences
🧠 Key idea: Ordinal values have rank, but we don’t know exactly how far apart they are.
📚 Step 2: Learn Basic Machine Learning Concepts
Before handling ordinal data, it's important to understand the foundation of ML:
What is a feature and a label
What is classification vs. regression
How do we train and test a model
What is a loss function or error metric
🛠️ Suggested beginner courses:
Coursera – Andrew Ng’s Machine Learning (highly beginner-friendly)
Google Machine Learning Crash Course
Kaggle’s ML Intro Course
📌 Start with small projects, like predicting housing prices or classifying flowers. These help build your confidence.
🔢 Step 3: Learn How Ordinal Data Is Different in ML
Most ML models treat data as:
Numeric (e.g., height, weight)
Categorical (e.g., city names)
But ordinal data is in between: it’s categorical, but with order. So:
You should not one-hot encode ordinal data (this loses order).
You should not treat it like plain numbers either (the model might assume wrong distances).
🎓 Learn about:
Label Encoding: Convert categories like ["Poor", "Fair", "Good"] to [1, 2, 3]
Ordinal-Specific Models (explained in the next steps)
📊 Step 4: Learn ML Models for Ordinal Data
There are special models and techniques for ordinal classification:
🔸 A. Ordinal Logistic Regression
Simple and interpretable
Great for small datasets
Available in Python (statsmodels) and R (MASS, ordinal)
🔸 B. Tree-based Models
Like XGBoost, LightGBM, or CatBoost
These are powerful and often used in practice
Can handle ordinal data well when trained carefully
🧪 Tip: For these models, label encode your ordinal target and optionally use custom loss functions to teach the model the order matters.
🔸 C. Neural Networks for Ordinal Data
More advanced, but useful for complex problems
You’ll need to use custom loss functions that respect order (like ordinal cross entropy)
🧰 Step 5: Tools and Libraries You Can Use
Here are beginner-friendly tools and Python libraries:
Task Tool / Library Description Load and clean data pandas, numpy Work with tables (CSV, Excel, etc.) Train simple models scikit-learn Easy library to train models Ordinal Logistic Regression statsmodels, mord Simple and interpretable models Tree-based models LightGBM, XGBoost Fast, powerful models for larger data Vector search (for documents) FAISS, Haystack If you're analyzing text or document data Plot and analyze matplotlib, seaborn Visualize your results
📄 Step 6: Practice on Real Data
Hands-on practice is the best way to learn.
Datasets with ordinal targets:
Kaggle: Customer satisfaction
UCI Machine Learning Repository
Create your own: Try collecting feedback with ratings like 1–5 and train a model to predict them.
🔍 Step 7: Evaluate the Right Way
For ordinal classification, you should use evaluation metrics that consider order, such as:
Mean Absolute Error (MAE) – how far off the predictions are
You need to first understand what ordinal data is: it is composed of ordered groups lacking defined distances between them. Then, you can learn how to apply machine learning to examine ordinal scale data. Tree-based models such as LightGBM with the appropriate encoding or models designed for ordinal outcomes, such ordinal logistic regression, should be used. Use integer encoding maintaining the order rather than one-hot encoding. Practice using datasets with ordered objectives; test your models using mean absolute error or quadratic weighted kappa. Start with Python tools including mord, scikit-learn, and statsmodels.