List of examples

List of examples

Description Type Chap Link
Quantitative data ✍️ 1 Example 1.1
Floating-point numbers πŸ’» 1 Example 1.2
Infinity and NaN πŸ’» 1 Example 1.3
Dates and times in NumPy πŸ’» 1 Example 1.4
Vectors in Python πŸ’» 1 Example 1.5
Accessing vector elements πŸ’» 1 Example 1.6
Slicing vectors πŸ’» 1 Example 1.7
Arrays in Python πŸ’» 1 Example 1.8
Indexing arrays πŸ’» 1 Example 1.9
Array reductions πŸ’» 1 Example 1.10
Ordinal data ✍️ 1 Example 1.11
Dummy variables ✍️ 1 Example 1.12
Series ✍️ 1 Example 1.13
Series in pandas πŸ’» 1 Example 1.14
Operations on series πŸ’» 1 Example 1.15
Series and frames in pandas πŸ’» 1 Example 1.16
Operations on data frames πŸ’» 1 Example 1.17
Importing CSV data πŸ’» 1 Example 1.18
iloc for rows in a frame πŸ’» 1 Example 1.19
loc for rows in a frame πŸ’» 1 Example 1.20
Selecting rows in a frame πŸ’» 1 Example 1.21
Concatenating data in pandas πŸ’» 1 Example 1.22
Merging data in pandas πŸ’» 1 Example 1.23
Merging data πŸ’» 1 Example 1.24
Handling missing values in pandas πŸ’» 1 Example 1.25
Cleaning a data frame πŸ’» 1 Example 1.26
Encoding qualitative data πŸ’» 1 Example 1.27
Dummy variables in pandas πŸ’» 1 Example 1.28
Summary statistics in pandas πŸ’» 2 Example 2.1
Standard deviation by hand ✍️ 2 Example 2.2
Sample variance ✍️ 2 Example 2.3
Mean, variance, STD in pandas πŸ’» 2 Example 2.4
Z scores ✍️, πŸ’» 2 Example 2.5
Z scores in Python πŸ’» 2 Example 2.6
Median ✍️ 2 Example 2.7
Quantiles πŸ’» 2 Example 2.8
Quartiles and IQR πŸ’» 2 Example 2.9
ECDF of penguins πŸ’» 2 Example 2.12
ECDF of a simple distribution ✍️ 2 Example 2.11
ECDF of penguins πŸ’» 2 Example 2.12
CDF of a uniform distribution ✍️ 2 Example 2.13
ECDF of temperatures πŸ’» 2 Example 2.14
PDF of temperature distribution ✍️ 2 Example 2.15
PDF of a uniform distribution ✍️ 2 Example 2.16
Uniform random numbers in NumPy πŸ’» 2 Example 2.17
Normal distribution in NumPy πŸ’» 2 Example 2.18
Grouping data πŸ’» 2 Example 2.19
Facet plots πŸ’» 2 Example 2.20
Box and violin plots πŸ’» 2 Example 2.21
Aggregating data in groups πŸ’» 2 Example 2.22
Grouping data by cuts πŸ’» 2 Example 2.24
Outliers for mean and median ✍️ 2 Example 2.25
Interquartile range πŸ’» 2 Example 2.26
Outliers πŸ’» 2 Example 2.27
Outliers and the Pearson coefficient πŸ’» 2 Example 2.30
Spearman correlation coefficient πŸ’» 2 Example 2.31
Categorical correlation πŸ’» 2 Example 2.32
The Datasaurus πŸ’» 2 Example 2.33
Correlation vs. dependence πŸ’» 2 Example 2.34
Simpson’s paradox πŸ’» 2 Example 2.35
Digit classification πŸ’» 3 Example 3.1
Feature matrix ✍️ 3 Example 3.2
Train–test split πŸ’» 3 Example 3.3
Testing accuracy πŸ’» 3 Example 3.4
Combined metrics ✍️ 3 Example 3.7
Multiclass one-vs-rest ✍️ 3 Example 3.8
Multiclass metrics πŸ’» 3 Example 3.9
Decision tree ✍️ 3 Example 3.10
Gini impurity ✍️ 3 Example 3.11
Gini impurity ✍️ 3 Example 3.12
Tree partitioning ✍️ 3 Example 3.13
Inspecting a decision tree πŸ’» 3 Example 3.14
Tree classifier for the penguins dataset πŸ’» 3 Example 3.15
Interpreting a decision tree πŸ’» 3 Example 3.16
Calculating distance ✍️ 3 Example 3.17
kNN classifier ✍️ 3 Example 3.18
kNN classifier for the penguins dataset πŸ’» 3 Example 3.19
kNN sensitivity to scaling ✍️ 3 Example 3.20
Pipeline for standardizing columns πŸ’» 3 Example 3.21
Probabilistic classifier ✍️, πŸ’» 3 Example 3.22
Probabilistic classifier for the penguins dataset πŸ’» 3 Example 3.23
Varying decision threshold πŸ’» 3 Example 3.24
ROC curve πŸ’» 3 Example 3.25
Area under ROC curve πŸ’» 3 Example 3.26
Hyperparameters ✍️ 4 Example 4.1
Learning curves πŸ’» 4 Example 4.2
Overfitting πŸ’» 4 Example 4.3
Bagging ensemble classifier πŸ’» 4 Example 4.4
Bagging ensemble (better) πŸ’» 4 Example 4.5
Folds for validation ✍️ 4 Example 4.7
Cross-validation grid search πŸ’» 4 Example 4.10
Linear regression ✍️ 5 Example 5.13
Inner product ✍️ 5 Example 5.2
Mean squared and mean absolute error ✍️ 5 Example 5.3
Coefficient of determination ✍️ 5 Example 5.4
Linear regression for sea ice dataset πŸ’» 5 Example 5.5
Matrix times vector ✍️ 5 Example 5.6
Multilinear regression for MPG dataset πŸ’» 5 Example 5.7
Multilinear regression for sales dataset πŸ’» 5 Example 5.8
Polynomial regression for the MPG dataset πŸ’» 5 Example 5.9
Overfitting in polynomial regression πŸ’» 5 Example 5.10
Ridge regression for diabetes dataset πŸ’» 5 Example 5.11
LASSO regression for diabetes dataset πŸ’» 5 Example 5.12
Random forest for regression πŸ’» 5 Example 5.19
Cross-entropy ✍️ 5 Example 5.20
Logistic regression as a spam filter πŸ’» 5 Example 5.21
Distance matrix ✍️ 6 Example 6.1
Usage of pairwise_distances πŸ’» 6 Example 6.2
Angular distance πŸ’» 6 Example 6.3
Rand index by hand ✍️ 6 Example 6.4
Adjusted Rand index πŸ’» 6 Example 6.5
Silhouette values ✍️ 6 Example 6.6
Silhouette values calculation πŸ’» 6 Example 6.7
Silhouettes as performance metric πŸ’» 6 Example 6.8
Limitation of silhouettes πŸ’» 6 Example 6.9
Inertia ✍️ 6 Example 6.10
k-means on blobs dataset πŸ’» 6 Example 6.11
k-means on stripes dataset πŸ’» 6 Example 6.12
k-means on digits dataset πŸ’» 6 Example 6.13
Comparing linkages on simple datasets πŸ’» 6 Example 6.16
Agglomerative for penguins dataset πŸ’» 6 Example 6.17
Constructing networks/graphs πŸ’» 7 Example 7.1
Importing networks πŸ’» 7 Example 7.2
Neighbors of a node πŸ’» 7 Example 7.3
Ego graph πŸ’» 7 Example 7.4
Node degrees πŸ’» 7 Example 7.6
Average degree πŸ’» 7 Example 7.7
ER graphs πŸ’» 7 Example 7.8
Clustering coefficient ✍️ 7 Example 7.10
Clustering in the Twitch network πŸ’» 7 Example 7.11
Clustering in ER graphs πŸ’» 7 Example 7.12
Distances in a complete graph ✍️ 7 Example 7.14
Distances in a wheel graph πŸ’» 7 Example 7.15
Connectedness ✍️ 7 Example 7.16
Distances in ER graphs πŸ’» 7 Example 7.17
Degree distribution in the Twitch network πŸ’» 7 Example 7.18
Degree distribution in the Twitch network πŸ’» 7 Example 7.19
BarabΓ‘si–Albert graphs πŸ’» 7 Example 7.20
Power-law degrees in the Twitch network πŸ’» 7 Example 7.21
Betweenness centrality in the Twitch network πŸ’» 7 Example 7.25
Eigenvectors ✍️ 7 Example 7.26
Eigenvector centrality ✍️ 7 Example 7.27
Comparison of centrality metrics πŸ’» 7 Example 7.28
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