Ejercicios_Practica_1_Herramientas_Econometricas.ipynb

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      "name": "Ejercicios  Practica 1 - Herramientas Econometricas.ipynb",
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      "source": [
        "<a href=\"https://colab.research.google.com/github/rpasquini/herramientas-econometricas/blob/main/Ejercicios_Practica_1_Herramientas_Econometricas.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
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    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fBSdH6zkVjbj"
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      "source": [
        "## Ejercicios de Revisión de conceptos Econometría y práctica Python  \n",
        "\n",
        "Les propongo un set de datos y un conjunto de preguntas de manera de repasar contenidos del curso y practicar la implementación de modelos en Python."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7_YiyKVVOcqo"
      },
      "source": [
        "Antes de comenzar instalaremos la siguiente libreria:"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_qh-8X7Lbx15",
        "outputId": "b150bcb1-f803-445d-9721-8e37d220e34f",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "source": [
        "!pip install geopandas\n",
        "import geopandas as gpd"
      ],
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Collecting geopandas\n",
            "\u001b[?25l  Downloading https://files.pythonhosted.org/packages/f7/a4/e66aafbefcbb717813bf3a355c8c4fc3ed04ea1dd7feb2920f2f4f868921/geopandas-0.8.1-py2.py3-none-any.whl (962kB)\n",
            "\u001b[K     |████████████████████████████████| 972kB 2.5MB/s \n",
            "\u001b[?25hRequirement already satisfied: pandas>=0.23.0 in /usr/local/lib/python3.6/dist-packages (from geopandas) (1.1.3)\n",
            "Collecting fiona\n",
            "\u001b[?25l  Downloading https://files.pythonhosted.org/packages/36/8b/e8b2c11bed5373c8e98edb85ce891b09aa1f4210fd451d0fb3696b7695a2/Fiona-1.8.17-cp36-cp36m-manylinux1_x86_64.whl (14.8MB)\n",
            "\u001b[K     |████████████████████████████████| 14.8MB 297kB/s \n",
            "\u001b[?25hRequirement already satisfied: shapely in /usr/local/lib/python3.6/dist-packages (from geopandas) (1.7.1)\n",
            "Collecting pyproj>=2.2.0\n",
            "\u001b[?25l  Downloading https://files.pythonhosted.org/packages/e5/c3/071e080230ac4b6c64f1a2e2f9161c9737a2bc7b683d2c90b024825000c0/pyproj-2.6.1.post1-cp36-cp36m-manylinux2010_x86_64.whl (10.9MB)\n",
            "\u001b[K     |████████████████████████████████| 10.9MB 36.0MB/s \n",
            "\u001b[?25hRequirement already satisfied: pytz>=2017.2 in /usr/local/lib/python3.6/dist-packages (from pandas>=0.23.0->geopandas) (2018.9)\n",
            "Requirement already satisfied: numpy>=1.15.4 in /usr/local/lib/python3.6/dist-packages (from pandas>=0.23.0->geopandas) (1.18.5)\n",
            "Requirement already satisfied: python-dateutil>=2.7.3 in /usr/local/lib/python3.6/dist-packages (from pandas>=0.23.0->geopandas) (2.8.1)\n",
            "Requirement already satisfied: click<8,>=4.0 in /usr/local/lib/python3.6/dist-packages (from fiona->geopandas) (7.1.2)\n",
            "Requirement already satisfied: six>=1.7 in /usr/local/lib/python3.6/dist-packages (from fiona->geopandas) (1.15.0)\n",
            "Collecting munch\n",
            "  Downloading https://files.pythonhosted.org/packages/cc/ab/85d8da5c9a45e072301beb37ad7f833cd344e04c817d97e0cc75681d248f/munch-2.5.0-py2.py3-none-any.whl\n",
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            "Requirement already satisfied: attrs>=17 in /usr/local/lib/python3.6/dist-packages (from fiona->geopandas) (20.2.0)\n",
            "Collecting click-plugins>=1.0\n",
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            "Installing collected packages: munch, cligj, click-plugins, fiona, pyproj, geopandas\n",
            "Successfully installed click-plugins-1.1.1 cligj-0.7.0 fiona-1.8.17 geopandas-0.8.1 munch-2.5.0 pyproj-2.6.1.post1\n"
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    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DVt0_yTm1LNg"
      },
      "source": [
        "# Cargando los datos de departamentos\n",
        "Para este ejercicio vamos a analizar datos  de anuncios de alquiler para el período mayo-2019 mayo2020. Provienen de [Properati data](https://www.properati.com.ar/data/)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MjNUJwwuOm9M"
      },
      "source": [
        "El siguiente codigo levanta un geodataframe. Tiene funciones asociadas similares a las del dataframe de pandas, pero incorpora de manera adicional algunas relacionadas a la caracteristica espacial de los datos\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xCDRkwNVVjGS"
      },
      "source": [
        "data=gpd.GeoDataFrame.from_file(\"https://github.com/rpasquini/urban-econometrics/blob/master/data/deptos_amba_0519_0520.zip?raw=true\")"
      ],
      "execution_count": 2,
      "outputs": []
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          "base_uri": "https://localhost:8080/",
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      },
      "source": [
        "data.head()"
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      "execution_count": 3,
      "outputs": [
        {
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              "   Unnamed_ 0       type  ... postcovid                       geometry\n",
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              "\n",
              "[5 rows x 40 columns]"
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          "metadata": {
            "tags": []
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          "execution_count": 3
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        "outputId": "3331a0a4-60d6-4960-e320-ba0370477fda",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 609
        }
      },
      "source": [
        "# Podemos ver que los datos se corresponden con el AMBA\n",
        "data.plot(alpha=0.2, figsize=(20, 10))"
      ],
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7ff75b083400>"
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          "execution_count": 13
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\n",
            "text/plain": [
              "<Figure size 1440x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6X0tXx2KVtKZ"
      },
      "source": [
        "# Descripción de los datos que utilizará\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "*price*: alquiler mensual en pesos. \\\n",
        "*balcon*: True si tiene anuncio menciona que el departamento tiene balcón. \\\n",
        "*terraza*:\tTrue si tiene anuncio menciona que el departamento tiene terraza. \\\n",
        "*amenities*: True si tiene anuncio menciona que el departamento tiene amenities (SUM, pileta, parrilla). \\\n",
        "*distanciaCBD*: Distancia al Obelisco en metros. \\\n",
        "*adjustedprice*: Alquier mensual a valores de Mayo 2019 (ajustado por inflación) \\\n",
        "*postcovid*: Dummy igual a 1 si el dato es posterior a 15 de Marzo 2020 \\\n",
        "*l2*: Variable categórica de macro regiones, incluye: 'Capital Federal', 'Bs.As. G.B.A. Zona Norte', 'Bs.As. G.B.A. Zona Sur', 'Bs.As. G.B.A. Zona Oeste', 'Buenos Aires Interior'\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "owQX-KE8Wb5m"
      },
      "source": [
        "# Pregunta 1\n",
        "Vamos a indagar una de las proposiciones de la teoría de la aglomeración, en este caso que la cercanía al centro de negocios del aglomerado estará relacionado al precio del alquiler.  Propondremos un modelo econométrico.  \n",
        "\n",
        "Estime el siguiente modelo de regresión simple: \n",
        "\n",
        "$$price=\\beta_0+\\beta_1 distanciaCBD_i+\\epsilon_i$$\n",
        "\n",
        "\\\n",
        "1. ¿Qué valor obtuvo para los coeficientes $\\beta_0$ y $\\beta_1$? ¿Qué significan estos valores? Interprete.\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "hwlSD7fge7FN"
      },
      "source": [
        "SU RESPUESTA\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OVJJqKtDe1gj"
      },
      "source": [
        "# Pregunta 2\n",
        "¿Qué dicen los tests estadísticos de los coeficientes individuales de $\\beta_0$ y $\\beta_1$? ¿Cómo se interpreta la significancia estadística en este caso?\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "T3y2b9WyfIVQ"
      },
      "source": [
        "# Pregunta 3"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "T7kgXVHse4gM"
      },
      "source": [
        "¿Qué opina sobre la magnitud del coeficiente estimado para el efecto de la distancia, es económicamente importante?"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "G5X5-8PufPpO"
      },
      "source": [
        "# Pregunta 4\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "yZBbSImmLQ41"
      },
      "source": [
        "En base a los resultados de su estimación, realice una predicción del valor de alquiler de un departamento ubicado a 1km, a 5km y a 10km del Obelisco \n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NChEDX9XXERS"
      },
      "source": [
        "# Pregunta 5 \n",
        "\n",
        "Compute y analice gráficamente los residuos estimados para el modelo que ajustó en el\n",
        "punto anterior. Luego responda, explicando sus resultados:\n",
        "a. ¿Aparentan los errores del modelo seguir una distribución normal?\n",
        "b. ¿Tiene alguna implicancia el diagnostico de los errores en la interpretacion del modelo? ¿En qué parte?\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pDgsyak60xrA"
      },
      "source": [
        "# Pregunta 6\n",
        "\n",
        "¿Puede proponer alguna transformación al modelo que mejore el cumplimiento del supuesto de normalidad de los errores? Reestime el modelo.\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4oHJFi5Bg-bb"
      },
      "source": [
        "# Pregunta 7\n",
        "\n",
        "\n",
        "La variable 'l2' en la base de datos presenta información sobre macro areas de pertenencia de las observaciones, separando en los siguientes grupos:\n",
        "\n",
        "'Capital Federal', 'Bs.As. G.B.A. Zona Norte',\n",
        "       'Bs.As. G.B.A. Zona Sur', 'Bs.As. G.B.A. Zona Oeste',\n",
        "       'Buenos Aires Interior'\n",
        "\n",
        "Expanda el modelo de regresión con la incorporación de esta información (manteniendo la variable distancia):\n",
        "\n",
        "Interprete los resultados de las nuevas variables incorporadas."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_KQizHYrfnbJ"
      },
      "source": [
        "# Pregunta 8\n",
        "¿Cómo se ve afectada la variable distanciaCBD? ¿Cómo explica el resultado?\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LyDA34u2fwiF"
      },
      "source": [
        "# Pregunta 9\n",
        "\n",
        "Plantee un modelo que le permita identificar la diferencia de valor que existe entre 'Bs. As GBA Zona Sur' y 'Bs. As GBA Zona Norte' teniendo en cuenta una misma distancia a la capital federal.\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rc7PsHw0h4-l"
      },
      "source": [
        "# Pregunta 10\n",
        "La base de datos presenta información sobre la presencia de amenities en el edificio del  departamento en cuestión.\n",
        "Tienen incidencia en el precio? De cuanto es la incidencia? Analice.\n",
        "\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "W3mMM9gXgjre"
      },
      "source": [
        "# Pregunta 11"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "c0sKy3AQ11-5"
      },
      "source": [
        "La base de datos también presenta información de la presencia de balcón y de terraza en el departamento. Incorpore ambas variables al modelo con el que viene trabajando desde el punto anterior.En qué magnitud aumentarán el valor de un alquiler por la presencia de balcón y de terraza respectivamente? Son estos efectos significativos? \\\n",
        "\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "eP_Rq0txgqqr"
      },
      "source": [
        "# Pregunta 12\n",
        "\n",
        "Ante la incorporación de variables propuesta en el punto anterior: ¿Cambió el diagnóstico de la presencia de amenidades en el edificio? ¿Cómo lo explica?\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "mSR5wMm7IzDD"
      },
      "source": [
        "# Pregunta 13 ¿Cambió el covid la contribución al alquiler de un balcón, una terraza o la presencia de amenities en el edificio?\n",
        "\n",
        "Usted cuenta con dos variables que posibilitan hacer este análisis. Por un lado, la variable 'postcovid' identifica con un 1 si las observaciones pertenecen al período posterior al COVD (15 de marzo en adelante).\n",
        "\n",
        "Le propongo que reestime el modelo anterior, usando dos muestras de datos por separado. Los datos precovid y post covid. \n",
        "\n",
        "Reestime en cada muestra el modelo econométrico con el que viene trabajando hasta la pregunta 12.\n",
        "\n",
        "Para evitar problemas de inflación en sus resultados, utilice en vez de 'price', la variable \"adjustedprice\"\n",
        "\n"
      ]
    }
  ]
}