diff --git a/2-Regression/1-Tools/README.md b/2-Regression/1-Tools/README.md index 066929b4..1b4874e2 100644 --- a/2-Regression/1-Tools/README.md +++ b/2-Regression/1-Tools/README.md @@ -1,7 +1,7 @@ # Get started with Python and Scikit-Learn for Regression models -> Sketchnote Placeholder -> +> Sketchnote on three types of Regression + ## [Pre-lecture quiz](https://jolly-sea-0a877260f.azurestaticapps.net/quiz/5/) ## Introduction diff --git a/2-Regression/2-Data/README.md b/2-Regression/2-Data/README.md index 0b2aacf3..b8575919 100644 --- a/2-Regression/2-Data/README.md +++ b/2-Regression/2-Data/README.md @@ -1,17 +1,17 @@ # Build a Regression Model using Scikit-Learn: Prepare and Visualize Data -> Sketchnote +> Sketchnote on data and visualization ## [Pre-lecture quiz](https://jolly-sea-0a877260f.azurestaticapps.net/quiz/7/) ### Introduction +Now that you are set up with the tools you need to start tackling machine learning model-building with Scikit-Learn, you are ready to start asking questions of your data. As you work with data and apply ML solutions, it's very important to understand how to ask the right question to properly unlock the potentials of your dataset. + In this lesson, you will learn: - Preparing your data for model-building -- Two data visualization techniques and libraries +- Using Matplotlib for data visualization ### Asking the Right Question -As you work with data and apply ML solutions, it's very important to understand how to ask the right question to properly unlock the potentials of your dataset. - The question you need answered will determine what type of ML algorithms you will leverage. For example, do you need to determine the differences between cars and trucks as they cruise down a highway via a video feed? You will need some kind of highly performant classification model to make that differentiation. It will need to be able to perform object detection, probably by showing bounding boxes around detected cars and trucks. > infographic here diff --git a/2-Regression/3-Linear/README.md b/2-Regression/3-Linear/README.md index 4c7faafb..377e86b3 100644 --- a/2-Regression/3-Linear/README.md +++ b/2-Regression/3-Linear/README.md @@ -1,4 +1,6 @@ # Build a Regression Model using Scikit-Learn: Regression Two Ways + +> Sketchnote on Linear vs. Polynomial Regression ## [Pre-lecture quiz](https://jolly-sea-0a877260f.azurestaticapps.net/quiz/9/) ### Introduction diff --git a/2-Regression/4-Logistic/README.md b/2-Regression/4-Logistic/README.md index 3602022f..7df75a4e 100644 --- a/2-Regression/4-Logistic/README.md +++ b/2-Regression/4-Logistic/README.md @@ -1,49 +1,25 @@ # Logistic Regression to Predict Categories -- orange or white by price -- - -Add a sketchnote if possible/appropriate - -![Embed a video here if available](video-url) - +> Sketchnote on Logistic Regression ## [Pre-lecture quiz](https://jolly-sea-0a877260f.azurestaticapps.net/quiz/11/) -Describe what we will learn - ### Introduction -Describe what will be covered +In this final lesson on Regression, one of the basic 'classic' ML techniques, we will take a look at Logistic Regression. You would use this technique to discover patterns to predict categories. -> Notes +In this lesson, you will learn: +- A new library for data visualization +- Techniques for Logistic Regression +## Prerequisite -### Prerequisite - -What steps should have been covered before this lesson? +Having worked with the pumpkin data, we are now familiar enough with it to realize that there's one small category that we can work with: Color. Let's build a Logistic Regression model to predict that, given a pumpkin's size, what color it will be (orange or white). There is also a 'striped' category in our dataset but there are few instances, so we will not use it. +> 🎃 Fun fact, we sometimes call white pumpkins 'ghost' pumpkins. They aren't very easy to carve, so they aren't as popular as the orange ones but they are cool looking! ### Preparation -Preparatory steps to start this lesson - ---- - -[Step through content in blocks] - -## [Topic 1] - -### Task: - -Work together to progressively enhance your codebase to build the project with shared code: - -```html -code blocks -``` - -✅ Knowledge Check - use this moment to stretch students' knowledge with open questions +We have loaded up the [starter notebook](./notebook.ipynb) with pumpkin data once again and cleaned it so as to preserve a dataset containing Color and Item Size. -## [Topic 2] -## [Topic 3] --- ## 🚀Challenge diff --git a/2-Regression/4-Logistic/solution/notebook.ipynb b/2-Regression/4-Logistic/solution/notebook.ipynb index 1b4a0cc9..c6ee6470 100644 --- a/2-Regression/4-Logistic/solution/notebook.ipynb +++ b/2-Regression/4-Logistic/solution/notebook.ipynb @@ -26,16 +26,14 @@ "source": [ "## Logistic Regression - Lesson 4\n", "\n", - "Load up required libraries and dataset. Convert the data to a dataframe containing a subset of the data: \n", - "\n", - "Let's look at the relationship between color and variety" + "Load up required libraries and dataset. Convert the data to a dataframe containing a subset of the data" ], "cell_type": "markdown", "metadata": {} }, { "cell_type": "code", - "execution_count": 152, + "execution_count": 184, "metadata": {}, "outputs": [ { @@ -68,7 +66,7 @@ "text/html": "
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
City NameTypePackageVarietySub VarietyGradeDateLow PriceHigh PriceMostly Low...Unit of SaleQualityConditionAppearanceStorageCropRepackTrans ModeUnnamed: 24Unnamed: 25
0BALTIMORENaN24 inch binsNaNNaNNaN4/29/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
1BALTIMORENaN24 inch binsNaNNaNNaN5/6/17270.0280.0270.0...NaNNaNNaNNaNNaNNaNENaNNaNNaN
2BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
3BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN9/24/16160.0160.0160.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
4BALTIMORENaN24 inch binsHOWDEN TYPENaNNaN11/5/1690.0100.090.0...NaNNaNNaNNaNNaNNaNNNaNNaNNaN
\n

5 rows × 26 columns

\n
" }, "metadata": {}, - "execution_count": 152 + "execution_count": 184 } ], "source": [ @@ -83,90 +81,185 @@ }, { "cell_type": "code", - "execution_count": 153, + "execution_count": 185, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.preprocessing import LabelEncoder\n", + "new_columns = ['Color','Origin','Item Size','Variety','City Name','Package']\n", + "\n", + "new_pumpkins = pumpkins.drop([c for c in pumpkins.columns if c not in new_columns], axis=1)\n", + "\n", + "new_pumpkins.dropna(inplace=True)\n", + "\n", + "new_pumpkins = new_pumpkins.apply(LabelEncoder().fit_transform)" + ] + }, + { + "source": [ + "Check the data shape, size, and quality" + ], + "cell_type": "markdown", + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 186, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ - "" - ], - "text/html": "\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
City Name Package Variety Origin Item Size Color
City Name1.0000000.145078-0.0093440.200548-0.189651-0.028224
Package0.1450781.000000-0.3300670.048547-0.301333-0.270385
Variety-0.009344-0.3300671.0000000.2944070.1050080.051986
Origin0.2005480.0485470.2944071.000000-0.0614500.073486
Item Size-0.189651-0.3013330.105008-0.0614501.0000000.224603
Color-0.028224-0.2703850.0519860.0734860.2246031.000000
" + "" + ] }, "metadata": {}, - "execution_count": 153 + "execution_count": 186 } ], "source": [ - "from sklearn.preprocessing import LabelEncoder\n", - "new_columns = ['Color','Origin','Item Size','Variety','City Name','Package']\n", - "\n", - "new_pumpkins = pumpkins.drop([c for c in pumpkins.columns if c not in new_columns], axis=1)\n", - "\n", - "new_pumpkins.dropna(inplace=True)\n", - "\n", - "new_pumpkins = new_pumpkins.apply(LabelEncoder().fit_transform)\n", + "new_pumpkins\n", + "new_pumpkins.info" + ] + }, + { + "source": [ + "Working with Item Size to Color, create a scatterplot " + ], + "cell_type": "markdown", + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 187, + "metadata": {}, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 187 + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "image/png": 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+ }, + "metadata": { + "needs_background": "light" + } + } + ], + "source": [ + "import seaborn as sns\n", "\n", - "corr = new_pumpkins.corr()\n", - "corr.style.background_gradient(cmap='coolwarm')" + "g = sns.PairGrid(new_pumpkins)\n", + "g.map(sns.scatterplot)\n" ] }, { "cell_type": "code", - "execution_count": 154, + "execution_count": 188, "metadata": {}, "outputs": [ { - "output_type": "stream", - "name": "stdout", - "text": [ - "\nInt64Index: 586 entries, 23 to 1693\nData columns (total 6 columns):\n # Column Non-Null Count Dtype\n--- ------ -------------- -----\n 0 City Name 586 non-null int64\n 1 Package 586 non-null int64\n 2 Variety 586 non-null int64\n 3 Origin 586 non-null int64\n 4 Item Size 586 non-null int64\n 5 Color 586 non-null int64\ndtypes: int64(6)\nmemory usage: 32.0 KB\n" - ] + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 188 }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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+ }, + "metadata": { + "needs_background": "light" + } + } + ], + "source": [ + "sns.catplot(x=\"Color\", y=\"Item Size\", kind=\"swarm\", data=new_pumpkins)" + ] + }, + { + "cell_type": "code", + "execution_count": 189, + "metadata": {}, + "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ - "City Name 586\n", - "Package 586\n", - "Variety 586\n", - "Origin 586\n", - "Item Size 586\n", - "Color 586\n", - "dtype: int64" + "" ] }, "metadata": {}, - "execution_count": 154 + "execution_count": 189 + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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\n" }, "metadata": { "needs_background": "light" @@ -174,8 +267,8 @@ } ], "source": [ - "import matplotlib.pyplot as plt\n", - "plt.bar('Color','Item Size',data=new_pumpkins)" + "sns.catplot(x=\"Color\", y=\"Item Size\",\n", + " kind=\"violin\", data=new_pumpkins)" ] }, {