Tales of Science & Data
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Tales of Science and Data
Meta & resources
The meta on all this
Beautiful web of data science
Probability, statistics and data analysis
Probability, its interpretation, and statistics
Foundational concepts on distribution and measures
Hypothesis testing
Methods, theorems & laws
Bayes' theorem and conjugate distributions
The law of large numbers
The central limit theorem
The maximum likelihood, maximum a posteriori and expectation-maximisation estimation methods
Propagation of uncertainty
The Monte Carlo method
Notable brain teasers, paradoxes and how to be careful with data
Machine Learning: concepts & procedures
Overview of the field
Learning algorithms
Feature building and modelling techniques
Dimensionality reduction and matrix factorisation
Machine Learning: fundamental algorithms
Learning paradigms
Supervised learning
Unsupervised learning
Machine Learning: model assessment
Generic problems models can have
Performance metrics and validation techniques
Diagnostics
Artificial neural networks
Overview of neural networks
Types of neurons and networks
Natural language processing
General concepts & tasks in NLP
Manipulating text and extracting information
Topic Modelling
Word Embeddings
Computer vision
Intro: quantifying images & some glossary
Processing an image
What's in an image
The computer science appendix
What's this
Notes on foundations
Essential algorithms
The mathematics appendix
Matrix algebra notes
Mathematical functions
Some geometry
Cross-field concepts
(Some) mathematical measures
Toolbox
The Python data stack
Databases and distributed frameworks
Notebook tools
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Methods, theorems & laws
Some more theoretical stuff, this time with the accent on theorems and all the more mathsy parts. All super useful.
Code
Code for this section is also provided (on top of being the pages) in the form of notebooks
here
.
Contents
Bayes' theorem and conjugate distributions
The law of large numbers
The central limit theorem
The maximum likelihood, maximum a posteriori and expectation-maximisation estimation methods
Propagation of uncertainty
The Monte Carlo method
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ANOVA: analysis of variance
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Bayes' theorem and conjugate distributions
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2yr ago