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": [ + "
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speciesislandbill_length_mmbill_depth_mmflipper_length_mmbody_mass_gsex
0AdelieTorgersen39.118.7181.03750.0Male
1AdelieTorgersen39.517.4186.03800.0Female
2AdelieTorgersen40.318.0195.03250.0Female
3AdelieTorgersenNaNNaNNaNNaNNaN
4AdelieTorgersen36.719.3193.03450.0Female
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" + ], + "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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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Generate data for testing\n", + "np.random.seed(0)\n", + "x = np.linspace(0, 2 * np.pi, 100)\n", + "y = np.sin(x) + np.random.normal(size=100) * 0.2\n", + "data = pd.DataFrame({\"x\": x, \"y\": y})\n", + "\n", + "# Initialize LOWESS instance with bootstrapping\n", + "lowess = sor.Lowess(frac=0.4, gridsize=100, num_bootstrap=200, alpha=0.95)\n", + "# Call the LOWESS method on prepared data\n", + "results = lowess(data, xvar=\"x\", yvar=\"y\")\n", + "\n", + "fig, ax = plt.subplots(figsize=(9, 5))\n", + "\n", + "# Scatter plot of the raw data\n", + "sns.scatterplot(x=\"x\", y=\"y\", data=data, ax=ax, color=\"blue\", alpha=0.5)\n", + "\n", + "# LOWESS smoothed line\n", + "ax.plot(results[\"x\"], results[\"y\"], color=\"darkblue\")\n", + "\n", + "# Confidence interval shading\n", + "ax.fill_between(\n", + " results[\"x\"], results[\"ci_lower\"], results[\"ci_upper\"], color=\"blue\", alpha=0.3\n", + ")\n", + "\n", + "# Customizing plot\n", + "ax.set_xlabel(\"x-axis\")\n", + "ax.set_ylabel(\"y-axis\")\n", + "ax.set_title(\"LOWESS Smoothing with Confidence Intervals for Generated Data\")\n", + "\n", + "# Add gridlines\n", + "ax.grid(True, which=\"both\", color=\"gray\", linewidth=0.5, linestyle=\"--\")\n", + "plt.savefig(\"lowess.png\")\n", + "# plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Load the penguins dataset\n", + "penguins = sns.load_dataset(\"penguins\")\n", + "\n", + "# Prepare data\n", + "data = penguins.copy()\n", + "\n", + "data = data[data['species'] == 'Adelie']\n", + "\n", + "# Initialize LOWESS instance with bootstrapping\n", + "lowess_with_bootstrap = sor.Lowess(frac=0.9, gridsize=100, num_bootstrap=200, alpha=0.95)\n", + "\n", + "# Call the LOWESS method on prepared data\n", + "results_with_bootstrap = lowess_with_bootstrap(data, xvar ='bill_length_mm', yvar='body_mass_g')\n", + "\n", + "# Plotting\n", + "fig, ax = plt.subplots(figsize=(9, 5))\n", + "sns.scatterplot(x='bill_length_mm', y='body_mass_g', data=data, ax=ax, color='blue', alpha=0.5)\n", + "ax.plot(results_with_bootstrap['bill_length_mm'], results_with_bootstrap['body_mass_g'], color='darkblue')\n", + "ax.fill_between(results_with_bootstrap['bill_length_mm'], results_with_bootstrap['ci_lower'], results_with_bootstrap['ci_upper'], color='blue', alpha=0.3)\n", + "ax.set_xlabel('Bill Length (mm)')\n", + "ax.set_ylabel('Body Mass (g)')\n", + "ax.set_title('LOWESS Smoothing with Confidence Intervals for Adelie Penguins')\n", + "ax.grid(True, which='both', color='gray', linewidth=0.5, linestyle='--')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data = penguins.copy()\n", + "\n", + "# Filter data for instance:\n", + "data = data[data['species'] == 'Adelie']\n", + "# Initialize LOWESS instance\n", + "lowess = sor.Lowess(frac=0.9, gridsize=100, num_bootstrap=200, alpha=0.95)\n", + "\n", + "# Call the LOWESS method on prepared data\n", + "results = lowess(data, xvar ='bill_length_mm', yvar='body_mass_g')\n", + "fig, ax = plt.subplots(figsize=(9, 5))\n", + "# Scatter plot of the raw data\n", + "sns.scatterplot(x='bill_length_mm', y='body_mass_g', data=data, ax=ax, color='blue', alpha=0.5)\n", + "# LOWESS smoothed line\n", + "ax.plot(results['bill_length_mm'], results['body_mass_g'], color='darkblue')\n", + "# Confidence interval shading\n", + "ax.fill_between(results['bill_length_mm'], results['ci_lower'], results['ci_upper'], color='blue', alpha=0.3)\n", + "# Customizing plot\n", + "ax.set_xlabel('Bill Length (mm)')\n", + "ax.set_ylabel('Body Mass (g)')\n", + "ax.set_title('LOWESS Smoothing with Confidence Intervals for Adelie Penguins')\n", + "# Add gridlines\n", + "ax.grid(True, which='both', color='gray', linewidth=0.5, linestyle='--')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Load the penguins dataset\n", + "penguins = sns.load_dataset(\"penguins\")\n", + "\n", + "# Prepare data\n", + "data = penguins.copy()\n", + "data = data[data['species'] == 'Adelie']\n", + "\n", + "# Initialize LOWESS instance (no bootstrapping)\n", + "lowess_no_bootstrap = sor.Lowess(frac=0.5, gridsize=100)\n", + "\n", + "# Call the LOWESS method on prepared data\n", + "results_no_bootstrap = lowess_no_bootstrap(data, xvar ='bill_length_mm', yvar='body_mass_g')\n", + "\n", + "# Plotting\n", + "fig, ax = plt.subplots(figsize=(9, 5))\n", + "sns.scatterplot(x='bill_length_mm', y='body_mass_g', data=data, ax=ax, color='blue', alpha=0.5)\n", + "ax.plot(results_no_bootstrap['bill_length_mm'], results_no_bootstrap['body_mass_g'], color='darkblue')\n", + "ax.set_xlabel('Bill Length (mm)')\n", + "ax.set_ylabel('Body Mass (g)')\n", + "ax.set_title('LOWESS Smoothing for Adelie Penguins (No Bootstrapping)')\n", + "ax.grid(True, which='both', color='gray', linewidth=0.5, linestyle='--')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Load the penguins dataset\n", + "penguins = sns.load_dataset(\"penguins\")\n", + "\n", + "# Prepare data\n", + "data = penguins.copy()\n", + "data = data[data['species'] == 'Adelie']\n", + "\n", + "# Initialize LOWESS instance with bootstrapping\n", + "lowess_with_bootstrap = sor.Lowess(frac=0.5, gridsize=100, num_bootstrap=200, alpha=0.95)\n", + "\n", + "# Call the LOWESS method on prepared data\n", + "results_with_bootstrap = lowess_with_bootstrap(data, xvar='bill_length_mm', yvar='body_mass_g')\n", + "\n", + "# Plotting\n", + "fig, ax = plt.subplots(figsize=(9, 5))\n", + "sns.scatterplot(x='bill_length_mm', y='body_mass_g', data=data, ax=ax, color='blue', alpha=0.5)\n", + "ax.plot(results_with_bootstrap['bill_length_mm'], results_with_bootstrap['body_mass_g'], color='darkblue')\n", + "ax.fill_between(results_with_bootstrap['bill_length_mm'], results_with_bootstrap['ci_lower'], results_with_bootstrap['ci_upper'], color='blue', alpha=0.3)\n", + "ax.set_xlabel('Bill Length (mm)')\n", + "ax.set_ylabel('Body Mass (g)')\n", + "ax.set_title('LOWESS Smoothing with Confidence Intervals for Adelie Penguins')\n", + "ax.grid(True, which='both', color='gray', linewidth=0.5, linestyle='--')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Prepare data\n", + "data = penguins.copy()\n", + "data = data[data[\"species\"] == \"Adelie\"]\n", + "\n", + "# Initialize PolyFit instance with confidence intervals\n", + "poly_fit_with_ci = sor.PolyFit(order=2, gridsize=100, alpha=0.05)\n", + "\n", + "# Call the PolyFit method on prepared data\n", + "results_with_ci = poly_fit_with_ci(data, \"bill_length_mm\", \"body_mass_g\")\n", + "\n", + "# Plotting\n", + "fig, ax = plt.subplots(figsize=(9, 5))\n", + "sns.scatterplot(x=\"bill_length_mm\", y=\"body_mass_g\", data=data, ax=ax, color=\"blue\", alpha=0.5)\n", + "ax.plot(results_with_ci[\"bill_length_mm\"], results_with_ci[\"body_mass_g\"], color=\"darkblue\")\n", + "ax.fill_between(\n", + " results_with_ci[\"bill_length_mm\"],\n", + " results_with_ci[\"ci_lower\"],\n", + " results_with_ci[\"ci_upper\"],\n", + " color=\"blue\",\n", + " alpha=0.3,\n", + ")\n", + "ax.set_xlabel(\"Bill Length (mm)\")\n", + "ax.set_ylabel(\"Body Mass (g)\")\n", + "ax.set_title(\"Polynomial Fit with Confidence Intervals for Adelie Penguins\")\n", + "ax.grid(True, which=\"both\", color=\"gray\", linewidth=0.5, linestyle=\"--\")\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/usage_instructions.md b/docs/usage_instructions.md new file mode 100644 index 0000000..e69de29 diff --git a/img/polyfit_with_ci.png b/img/polyfit_with_ci.png index 5092d49..d12cf3f 100644 Binary files a/img/polyfit_with_ci.png and b/img/polyfit_with_ci.png differ diff --git a/seaborn_objects_recipes/recipes/plotting.py b/seaborn_objects_recipes/recipes/plotting.py index 1b791b2..7bd5882 100644 --- a/seaborn_objects_recipes/recipes/plotting.py +++ b/seaborn_objects_recipes/recipes/plotting.py @@ -65,7 +65,6 @@ def plot(self, data, xvar, yvar): return plot - @dataclass class PolyFit(Stat): """ @@ -75,7 +74,6 @@ class PolyFit(Stat): alpha: float = 0.05 order: int = 2 gridsize: int = 100 - num_bootstrap: Optional[int] = None def __post_init__(self): # Type checking for the arguments @@ -83,42 +81,48 @@ def __post_init__(self): raise ValueError("order must be a positive integer.") if not isinstance(self.gridsize, int) or self.gridsize <= 0: raise ValueError("gridsize must be a positive integer.") - if self.num_bootstrap is not None and (not isinstance(self.num_bootstrap, int) or self.num_bootstrap <= 0): - raise ValueError("num_bootstrap must be a positive integer or None.") if not isinstance(self.alpha, float) or not (0 < self.alpha < 1): raise ValueError("alpha must be a float between 0 and 1.") def _fit_predict(self, data): data = data.dropna(subset=["x", "y"]) - x = data["x"] - y = data["y"] - if x.nunique() <= self.order: + x = data["x"].values + y = data["y"].values + if x.size <= self.order: xx = yy = [] else: p = np.polyfit(x, y, self.order) xx = np.linspace(x.min(), x.max(), self.gridsize) yy = np.polyval(p, xx) + + # Calculate confidence intervals + # Design matrix + X_design = np.vander(xx, self.order + 1) + + # Calculate standard errors + y_hat = np.polyval(p, x) + residuals = y - y_hat + dof = max(0, len(x) - (self.order + 1)) + residual_std_error = np.sqrt(np.sum(residuals**2) / dof) + + # Covariance matrix of coefficients + C_matrix = np.linalg.inv(X_design.T @ X_design) * residual_std_error**2 + + # Calculate the standard error for the predicted values + y_err = np.sqrt(np.sum((X_design @ C_matrix) * X_design, axis=1)) + + # Calculate the confidence intervals + ci = y_err * 1.96 # For approximately 95% CI + ci_lower = yy - ci + ci_upper = yy + ci - results = pd.DataFrame(dict(x=xx, y=yy)) - - if self.num_bootstrap: - bootstrap_estimates = np.empty((self.num_bootstrap, len(xx))) - for i in range(self.num_bootstrap): - sample = data.sample(frac=1, replace=True) - p = np.polyfit(sample["x"], sample["y"], self.order) - yy_sample = np.polyval(p, xx) - bootstrap_estimates[i, :] = yy_sample - - lower_bound = np.percentile(bootstrap_estimates, (1 - self.alpha) / 2 * 100, axis=0) - upper_bound = np.percentile(bootstrap_estimates, (1 + self.alpha) / 2 * 100, axis=0) - results["ci_lower"] = lower_bound - results["ci_upper"] = upper_bound + results = pd.DataFrame(dict(x=xx, y=yy, ci_lower=ci_lower, ci_upper=ci_upper)) return results def __call__(self, data, xvar, yvar): # Rename columns to match expected input for _fit_predict data_renamed = data.rename(columns={xvar: "x", yvar: "y"}) - #return groupby.apply(data_renamed.dropna(subset=["x", "y"]), self._fit_predict) results = self._fit_predict(data_renamed) - return results.rename(columns={"x": xvar, "y": yvar}) + return results.rename(columns={"x": xvar, "y": yvar, "ci_lower": "ci_lower", "ci_upper": "ci_upper"}) + diff --git a/test_main.py b/test_main.py index b2ee029..8651be9 100644 --- a/test_main.py +++ b/test_main.py @@ -221,29 +221,30 @@ def test_polyfit_with_ci(cleanup_files): penguins = sns.load_dataset("penguins") # Prepare data - data = penguins[penguins['species'] == 'Adelie'] - - # Initialize PolyFit instance with bootstrapping - poly_fit_with_bootstrap = sor.PolyFit(order=2, gridsize=100, num_bootstrap=200, alpha=0.05) + data = penguins.copy() + data = data[data["species"] == "Adelie"] + # 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() plt.savefig("polyfit_with_ci.png") # Assert that the file was created