From d799dce9cd68acc8f2499ea2ae7875fca3a9bd99 Mon Sep 17 00:00:00 2001
From: Alan Lujan <alanlujan91@gmail.com>
Date: Thu, 18 May 2023 15:42:09 -0400
Subject: [PATCH] Update dashboard.ipynb

---
 macro/dashboard.ipynb | 101 ++++++++++++++----------------------------
 1 file changed, 34 insertions(+), 67 deletions(-)

diff --git a/macro/dashboard.ipynb b/macro/dashboard.ipynb
index b3bed95..9e8dae1 100644
--- a/macro/dashboard.ipynb
+++ b/macro/dashboard.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 23,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -10,27 +10,28 @@
     "from HARK.ConsumptionSaving.ConsPortfolioModel import PortfolioConsumerType\n",
     "from HARK.utilities import plot_funcs\n",
     "\n",
-    "from simulate.parameters import agent_parameters"
+    "from simulate.parameters import LUCAS0"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
-   "outputs": [],
-   "source": [
-    "agent_parameters[\"CRRA\"] = 6\n",
-    "agent_parameters[\"DiscFac\"] = 0.936"
-   ],
+   "execution_count": 24,
    "metadata": {
     "collapsed": false,
     "pycharm": {
      "name": "#%%\n"
     }
-   }
+   },
+   "outputs": [],
+   "source": [
+    "agent_parameters = LUCAS0.copy()\n",
+    "agent_parameters[\"LivPrb\"] = [LUCAS0[\"LivPrb\"]]\n",
+    "agent_parameters[\"PermGroFac\"] = [LUCAS0[\"PermGroFac\"]]\n"
+   ]
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 25,
    "metadata": {
     "collapsed": false,
     "jupyter": {
@@ -43,92 +44,58 @@
    "outputs": [
     {
      "data": {
-      "text/plain": "<Figure size 432x288 with 1 Axes>",
-      "image/png": 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\n"
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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
      },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
    "source": [
-    "# cycles = 1\n",
-    "params = agent_parameters.copy()\n",
-    "params[\"AdjustPrb\"] = 1 / 4\n",
-    "agent_orig = PortfolioConsumerType(**params)\n",
-    "agent_orig.solve()\n",
+    "agent = PortfolioConsumerType(**agent_parameters)\n",
+    "agent.solve()\n",
     "\n",
-    "plot_funcs(agent_orig.solution[0].ShareFuncAdj, 0, 10)"
+    "plot_funcs(agent.solution[0].ShareFuncAdj, 0, 200)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
-   "outputs": [
-    {
-     "data": {
-      "text/plain": "<Figure size 432x288 with 1 Axes>",
-      "image/png": "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\n"
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "params_more_cycles = agent_parameters.copy()\n",
-    "params_more_cycles[\"cycles\"] = 100\n",
-    "params_more_cycles[\"AdjustPrb\"] = 1\n",
-    "agent_more_cycles = PortfolioConsumerType(**params_more_cycles)\n",
-    "agent_more_cycles.solve()\n",
-    "\n",
-    "plot_funcs(agent_more_cycles.solution[0].ShareFuncAdj, 0, 10)"
-   ],
+   "execution_count": 29,
    "metadata": {
     "collapsed": false,
     "pycharm": {
      "name": "#%%\n"
     }
-   }
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 26,
+   },
    "outputs": [
     {
      "data": {
-      "text/plain": "<Figure size 432x288 with 1 Axes>",
-      "image/png": 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\n"
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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
      },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
    "source": [
-    "plot_funcs(agent_more_cycles.solution[0].cFuncAdj, 0, 10)"
-   ],
-   "metadata": {
-    "collapsed": false,
-    "pycharm": {
-     "name": "#%%\n"
-    }
-   }
+    "plot_funcs(agent.solution[0].cFuncAdj, 0, 200)"
+   ]
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
-   "outputs": [],
-   "source": [],
+   "execution_count": null,
    "metadata": {
     "collapsed": false,
     "pycharm": {
      "name": "#%%\n"
     }
-   }
+   },
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {
@@ -150,9 +117,9 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.4"
+   "version": "3.10.10"
   }
  },
  "nbformat": 4,
  "nbformat_minor": 4
-}
\ No newline at end of file
+}