diff --git a/README.md b/README.md
index 80b8ec5..887bde9 100644
--- a/README.md
+++ b/README.md
@@ -229,28 +229,30 @@ def test_polyfit_with_ci(cleanup_files):
penguins = sns.load_dataset("penguins")
# Prepare data
- data = penguins[penguins['species'] == 'Adelie']
+ data = penguins.copy()
+ data = data[data["species"] == "Adelie"]
- # Initialize PolyFit instance with bootstrapping
- poly_fit_with_bootstrap = sor.PolyFit(order=2, gridsize=100, num_bootstrap=200, alpha=0.05)
+ # Initialize PolyFit instance with confidence intervals
+ poly_fit_with_ci = sor.PolyFit(order=2, gridsize=100, alpha=0.05)
# Call the PolyFit method on prepared data
- results_with_bootstrap = poly_fit_with_bootstrap(data, 'bill_length_mm', 'body_mass_g')
+ results_with_ci = poly_fit_with_ci(data, "bill_length_mm", "body_mass_g")
# Plotting
fig, ax = plt.subplots(figsize=(9, 5))
- sns.scatterplot(x='bill_length_mm', y='body_mass_g', data=data, ax=ax, color='blue', alpha=0.5)
- ax.plot(results_with_bootstrap['bill_length_mm'], results_with_bootstrap['body_mass_g'], color='darkblue')
- if 'ci_lower' in results_with_bootstrap.columns and 'ci_upper' in results_with_bootstrap.columns:
- ax.fill_between(results_with_bootstrap['bill_length_mm'],
- results_with_bootstrap['ci_lower'],
- results_with_bootstrap['ci_upper'],
- color='blue',
- alpha=0.3)
- ax.set_xlabel('Bill Length (mm)')
- ax.set_ylabel('Body Mass (g)')
- ax.set_title('Polynomial Fit with Confidence Intervals for Adelie Penguins')
- ax.grid(True, which='both', color='gray', linewidth=0.5, linestyle='--')
+ sns.scatterplot(x="bill_length_mm", y="body_mass_g", data=data, ax=ax, color="blue", alpha=0.5)
+ ax.plot(results_with_ci["bill_length_mm"], results_with_ci["body_mass_g"], color="darkblue")
+ ax.fill_between(
+ results_with_ci["bill_length_mm"],
+ results_with_ci["ci_lower"],
+ results_with_ci["ci_upper"],
+ color="blue",
+ alpha=0.3,
+ )
+ ax.set_xlabel("Bill Length (mm)")
+ ax.set_ylabel("Body Mass (g)")
+ ax.set_title("Polynomial Fit with Confidence Intervals for Adelie Penguins")
+ ax.grid(True, which="both", color="gray", linewidth=0.5, linestyle="--")
plt.show()
```
### Output
diff --git a/docs/recipes_overview.md b/docs/recipes_overview.md
new file mode 100644
index 0000000..e69de29
diff --git a/docs/tutorial/recipes_tut.ipynb b/docs/tutorial/recipes_tut.ipynb
new file mode 100644
index 0000000..6a496a0
--- /dev/null
+++ b/docs/tutorial/recipes_tut.ipynb
@@ -0,0 +1,478 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " species | \n",
+ " island | \n",
+ " bill_length_mm | \n",
+ " bill_depth_mm | \n",
+ " flipper_length_mm | \n",
+ " body_mass_g | \n",
+ " sex | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " Adelie | \n",
+ " Torgersen | \n",
+ " 39.1 | \n",
+ " 18.7 | \n",
+ " 181.0 | \n",
+ " 3750.0 | \n",
+ " Male | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " Adelie | \n",
+ " Torgersen | \n",
+ " 39.5 | \n",
+ " 17.4 | \n",
+ " 186.0 | \n",
+ " 3800.0 | \n",
+ " Female | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " Adelie | \n",
+ " Torgersen | \n",
+ " 40.3 | \n",
+ " 18.0 | \n",
+ " 195.0 | \n",
+ " 3250.0 | \n",
+ " Female | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " Adelie | \n",
+ " Torgersen | \n",
+ " NaN | \n",
+ " NaN | \n",
+ " NaN | \n",
+ " NaN | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " Adelie | \n",
+ " Torgersen | \n",
+ " 36.7 | \n",
+ " 19.3 | \n",
+ " 193.0 | \n",
+ " 3450.0 | \n",
+ " Female | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " species island bill_length_mm bill_depth_mm flipper_length_mm \\\n",
+ "0 Adelie Torgersen 39.1 18.7 181.0 \n",
+ "1 Adelie Torgersen 39.5 17.4 186.0 \n",
+ "2 Adelie Torgersen 40.3 18.0 195.0 \n",
+ "3 Adelie Torgersen NaN NaN NaN \n",
+ "4 Adelie Torgersen 36.7 19.3 193.0 \n",
+ "\n",
+ " body_mass_g sex \n",
+ "0 3750.0 Male \n",
+ "1 3800.0 Female \n",
+ "2 3250.0 Female \n",
+ "3 NaN NaN \n",
+ "4 3450.0 Female "
+ ]
+ },
+ "execution_count": 1,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import seaborn.objects as so\n",
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn_objects_recipes as sor\n",
+ "import seaborn as sns\n",
+ "import numpy as np\n",
+ "import pandas as pd\n",
+ "\n",
+ "\n",
+ "penguins = sns.load_dataset('penguins')\n",
+ "\n",
+ "penguins.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "No Bootstrap:\n",
+ " x y\n",
+ "0 0.00000 0.650648\n",
+ "1 0.10101 0.680953\n",
+ "2 0.20202 0.711321\n",
+ "3 0.30303 0.741732\n",
+ "4 0.40404 0.771759\n",
+ ".. ... ...\n",
+ "95 9.59596 -0.151582\n",
+ "96 9.69697 -0.249765\n",
+ "97 9.79798 -0.347233\n",
+ "98 9.89899 -0.444624\n",
+ "99 10.00000 -0.542536\n",
+ "\n",
+ "[100 rows x 2 columns]\n",
+ "\n",
+ "With Bootstrap:\n",
+ " x y ci_lower ci_upper\n",
+ "0 0.00000 0.650648 0.202882 0.992887\n",
+ "1 0.10101 0.680953 0.277375 0.979487\n",
+ "2 0.20202 0.711321 0.345153 0.978694\n",
+ "3 0.30303 0.741732 0.419745 0.977315\n",
+ "4 0.40404 0.771759 0.494767 0.974851\n",
+ ".. ... ... ... ...\n",
+ "95 9.59596 -0.151582 -0.420360 0.173736\n",
+ "96 9.69697 -0.249765 -0.539180 0.133165\n",
+ "97 9.79798 -0.347233 -0.666086 0.093021\n",
+ "98 9.89899 -0.444624 -0.800710 0.053615\n",
+ "99 10.00000 -0.542536 -0.938805 0.018224\n",
+ "\n",
+ "[100 rows x 4 columns]\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Sample data\n",
+ "np.random.seed(0)\n",
+ "x = np.linspace(0, 10, 150)\n",
+ "y = np.sin(x) + np.random.normal(scale=0.5, size=150)\n",
+ "data = pd.DataFrame({\"x\": x, \"y\": y})\n",
+ "\n",
+ "# Create Lowess instance without bootstrapping (fast default behavior)\n",
+ "lowess_no_bootstrap = sor.Lowess(frac=0.2, gridsize=100)\n",
+ "result_no_bootstrap = lowess_no_bootstrap(data, xvar='x', yvar='y')\n",
+ "print(\"No Bootstrap:\")\n",
+ "print(result_no_bootstrap)\n",
+ "\n",
+ "# Create Lowess instance with bootstrapping\n",
+ "lowess_with_bootstrap = sor.Lowess(frac=0.2, gridsize=100, num_bootstrap=200, alpha=0.95)\n",
+ "result_with_bootstrap = lowess_with_bootstrap(data, xvar='x', yvar='y')\n",
+ "print(\"\\nWith Bootstrap:\")\n",
+ "print(result_with_bootstrap)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
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+ "