master-thesis/EvolutionaryAlgorithm/InitializationPlots.ipynb
2019-12-01 14:04:07 +01:00

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423 KiB
Plaintext

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"## Initialization Plots for Thesis"
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"source": [
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},
{
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]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"keys, values = EA.m_base_mix.get_adjacent('bread')\n",
"data = go.Histogram(x=keys, y=values, histfunc=\"sum\")\n",
"iplot([data])"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
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"showLink": false
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"data": [
{
"histfunc": "sum",
"type": "histogram",
"x": [
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"{\"base\": \"salt\", \"actions\": [\"boil\"]}",
"{\"base\": \"sugar\", \"actions\": [\"boil\"]}",
"{\"base\": \"min\", \"actions\": []}",
"{\"base\": \"pasta\", \"actions\": [\"cook\"]}",
"{\"base\": \"sugar\", \"actions\": []}",
"{\"base\": \"gelatin\", \"actions\": [\"boil\"]}",
"{\"base\": \"onion\", \"actions\": [\"chop\", \"boil\"]}",
"{\"base\": \"pasta\", \"actions\": []}",
"{\"base\": \"flour\", \"actions\": []}",
"{\"base\": \"rice\", \"actions\": []}",
"{\"base\": \"gelatin\", \"actions\": []}",
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"{\"base\": \"leaf\", \"actions\": [\"boil\"]}",
"{\"base\": \"butter\", \"actions\": [\"boil\"]}",
"{\"base\": \"sauce\", \"actions\": [\"boil\"]}",
"{\"base\": \"ice\", \"actions\": []}",
"{\"base\": \"butter\", \"actions\": []}",
"{\"base\": \"milk\", \"actions\": [\"boil\"]}",
"{\"base\": \"pepper\", \"actions\": []}",
"{\"base\": \"chicken broth\", \"actions\": [\"boil\"]}",
"{\"base\": \"pasta\", \"actions\": [\"boil\"]}",
"{\"base\": \"sauce\", \"actions\": []}",
"{\"base\": \"min\", \"actions\": [\"boil\"]}",
"{\"base\": \"olive oil\", \"actions\": []}",
"{\"base\": \"seasoning\", \"actions\": [\"boil\"]}",
"{\"base\": \"potato\", \"actions\": [\"cook\"]}",
"{\"base\": \"macaroni\", \"actions\": [\"cook\"]}",
"{\"base\": \"tomato\", \"actions\": [\"boil\"]}",
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"{\"base\": \"sugar\", \"actions\": [\"brown\", \"boil\"]}",
"{\"base\": \"hot\", \"actions\": []}",
"{\"base\": \"egg\", \"actions\": []}",
"{\"base\": \"flour\", \"actions\": [\"boil\"]}",
"{\"base\": \"noodle\", \"actions\": [\"cook\"]}",
"{\"base\": \"butter\", \"actions\": [\"melt\", \"boil\"]}",
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"{\"base\": \"wine\", \"actions\": [\"boil\"]}",
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"{\"base\": \"stock\", \"actions\": [\"boil\"]}",
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"{\"base\": \"spice\", \"actions\": [\"boil\"]}",
"{\"base\": \"celery\", \"actions\": [\"chop\", \"boil\"]}",
"{\"base\": \"lemon\", \"actions\": []}",
"{\"base\": \"black pepper\", \"actions\": [\"boil\"]}",
"{\"base\": \"chili\", \"actions\": [\"boil\"]}",
"{\"base\": \"jello\", \"actions\": []}",
"{\"base\": \"potato\", \"actions\": [\"peel\", \"boil\"]}",
"{\"base\": \"vegetable\", \"actions\": []}",
"{\"base\": \"garlic\", \"actions\": [\"boil\"]}",
"{\"base\": \"tomato sauce\", \"actions\": [\"boil\"]}",
"{\"base\": \"meat\", \"actions\": [\"boil\"]}",
"{\"base\": \"soy sauce\", \"actions\": []}",
"{\"base\": \"butter\", \"actions\": [\"melt\"]}",
"{\"base\": \"garlic clove\", \"actions\": [\"mince\"]}",
"{\"base\": \"cinnamon\", \"actions\": [\"boil\"]}",
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"{\"base\": \"onion\", \"actions\": [\"chop\"]}",
"{\"base\": \"sugar\", \"actions\": [\"brown\"]}",
"{\"base\": \"onion\", \"actions\": [\"saute\", \"chop\", \"boil\"]}",
"{\"base\": \"spaghetti\", \"actions\": [\"cook\"]}",
"{\"base\": \"potato\", \"actions\": [\"peel\", \"cook\"]}",
"{\"base\": \"black pepper\", \"actions\": []}",
"{\"base\": \"vanilla\", \"actions\": []}",
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"{\"base\": \"seasoning\", \"actions\": []}",
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"{\"base\": \"lemon juice\", \"actions\": []}",
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"{\"base\": \"egg\", \"actions\": [\"boil\"]}",
"{\"base\": \"green bean\", \"actions\": []}",
"{\"base\": \"coffee\", \"actions\": []}",
"{\"base\": \"lemon juice\", \"actions\": [\"boil\"]}",
"{\"base\": \"linguine\", \"actions\": [\"cook\"]}",
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"{\"base\": \"egg\", \"actions\": [\"beat\"]}",
"{\"base\": \"oregano\", \"actions\": [\"boil\"]}",
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"{\"base\": \"dough\", \"actions\": []}",
"{\"base\": \"season\", \"actions\": [\"boil\"]}",
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"{\"base\": \"honey\", \"actions\": []}",
"{\"base\": \"oil\", \"actions\": [\"boil\"]}",
"{\"base\": \"any\", \"actions\": []}",
"{\"base\": \"cumin\", \"actions\": [\"boil\"]}",
"{\"base\": \"parsley\", \"actions\": [\"chop\"]}",
"{\"base\": \"clove garlic\", \"actions\": [\"mince\", \"boil\"]}",
"{\"base\": \"couscous\", \"actions\": []}",
"{\"base\": \"lemon\", \"actions\": [\"boil\"]}",
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"{\"base\": \"sprinkle\", \"actions\": []}",
"{\"base\": \"cream\", \"actions\": [\"boil\"]}",
"{\"base\": \"corn\", \"actions\": [\"boil\"]}",
"{\"base\": \"clove garlic\", \"actions\": []}",
"{\"base\": \"sprinkle\", \"actions\": [\"boil\"]}",
"{\"base\": \"garlic\", \"actions\": [\"mince\", \"boil\"]}",
"{\"base\": \"clove garlic\", \"actions\": [\"boil\"]}",
"{\"base\": \"red pepper\", \"actions\": [\"boil\"]}",
"{\"base\": \"parsley\", \"actions\": [\"boil\"]}",
"{\"base\": \"green bean\", \"actions\": [\"cook\", \"cut\"]}",
"{\"base\": \"hot\", \"actions\": [\"boil\"]}",
"{\"base\": \"kosher salt\", \"actions\": [\"boil\"]}",
"{\"base\": \"cocoa\", \"actions\": [\"boil\"]}",
"{\"base\": \"corn\", \"actions\": [\"cook\"]}",
"{\"base\": \"garlic clove\", \"actions\": [\"boil\"]}",
"{\"base\": \"penne\", \"actions\": [\"cook\"]}",
"{\"base\": \"broccoli floret\", \"actions\": []}",
"{\"base\": \"chicken stock\", \"actions\": [\"boil\"]}",
"{\"base\": \"spaghetti\", \"actions\": [\"boil\"]}",
"{\"base\": \"carrot\", \"actions\": [\"dice\", \"boil\"]}",
"{\"base\": \"broth\", \"actions\": [\"boil\"]}",
"{\"base\": \"tongs\", \"actions\": []}",
"{\"base\": \"uncovered\", \"actions\": [\"boil\"]}",
"{\"base\": \"meat\", \"actions\": []}",
"{\"base\": \"chicken\", \"actions\": []}",
"{\"base\": \"vanilla extract\", \"actions\": []}",
"{\"base\": \"oil\", \"actions\": [\"heat\", \"cook\", \"boil\"]}",
"{\"base\": \"onion\", \"actions\": [\"dice\", \"boil\"]}",
"{\"base\": \"stock\", \"actions\": []}",
"{\"base\": \"chicken breast\", \"actions\": [\"cook\", \"cut\", \"boil\"]}",
"{\"base\": \"tomato sauce\", \"actions\": []}",
"{\"base\": \"oil\", \"actions\": []}",
"{\"base\": \"potato\", \"actions\": [\"peel\", \"cut\", \"boil\"]}",
"{\"base\": \"corn syrup\", \"actions\": [\"boil\"]}",
"{\"base\": \"soda\", \"actions\": [\"bake\"]}",
"{\"base\": \"cornmeal\", \"actions\": []}",
"{\"base\": \"ground cumin\", \"actions\": [\"boil\"]}",
"{\"base\": \"pasta shell\", \"actions\": [\"cook\"]}",
"{\"base\": \"raisin\", \"actions\": []}",
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"{\"base\": \"ground beef\", \"actions\": [\"brown\", \"boil\"]}",
"{\"base\": \"celery\", \"actions\": [\"boil\"]}",
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"{\"base\": \"strawberry\", \"actions\": []}",
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"{\"base\": \"shrimp\", \"actions\": []}",
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"{\"base\": \"chicken soup\", \"actions\": [\"boil\"]}",
"{\"base\": \"shrimp\", \"actions\": [\"cook\"]}",
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]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ing = EA.Ingredient(\"water\")\n",
"ing.apply_action(\"boil\")\n",
"\n",
"keys, values = EA.m_mix.get_adjacent(ing.to_json())\n",
"data = go.Histogram(x=keys, y=values, histfunc=\"sum\")\n",
"iplot([data])"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"4477"
]
},
"execution_count": 34,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"EA.np.sum(values)"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"4477"
]
},
"execution_count": 36,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"EA.m_base_mix.get_sum('noodle')"
]
},
{
"cell_type": "code",
"execution_count": 60,
"metadata": {},
"outputs": [],
"source": [
"def normalized_score(key, matrix):\n",
" sum_key = matrix.get_sum(key)\n",
" keys, values = matrix.get_adjacent(key)\n",
" normalized_values = EA.np.array([(values[i] / matrix.get_sum(keys[i])) * (values[i] / sum_key) for i in range(len(keys))])\n",
" sort = EA.np.argsort(-normalized_values)\n",
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" "
]
},
{
"cell_type": "code",
"execution_count": 62,
"metadata": {},
"outputs": [
{
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",
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"<div>\n",
" \n",
" \n",
" <div id=\"bcff92d5-ee67-4db7-9af3-ce4c378a5a0f\" class=\"plotly-graph-div\" style=\"height:525px; width:100%;\"></div>\n",
" <script type=\"text/javascript\">\n",
" require([\"plotly\"], function(Plotly) {\n",
" window.PLOTLYENV=window.PLOTLYENV || {};\n",
" \n",
" if (document.getElementById(\"bcff92d5-ee67-4db7-9af3-ce4c378a5a0f\")) {\n",
" Plotly.newPlot(\n",
" 'bcff92d5-ee67-4db7-9af3-ce4c378a5a0f',\n",
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]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"keys, values = normalized_score('noodle', EA.m_base_mix)\n",
"data = go.Histogram(x=keys, y=values, histfunc=\"sum\")\n",
"iplot([data])"
]
},
{
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"metadata": {},
"outputs": [],
"source": []
}
],
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