Step9_ExamineSeeds.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from linearsim import timeseries_from_seed, stats_from_seed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_all = xr.open_dataset('data/seeds/quantile_seeds_221112.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
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       "Dimensions:              (n: 6, gamma: 3, v1: 16, quantiles_v1: 9, v2: 16, quantiles_v2: 9)\n",
       "Coordinates:\n",
       "  * n                    (n) int32 10 20 50 100 250 500\n",
       "  * gamma                (gamma) float64 1.0 3.3 7.0\n",
       "  * v1                   (v1) object &#x27;Tz&#x27; &#x27;Tm01&#x27; &#x27;Hm0&#x27; &#x27;Hs&#x27; ... &#x27;k3&#x27; &#x27;k4&#x27; &#x27;HmHs&#x27;\n",
       "  * quantiles_v1         (quantiles_v1) float64 0.01 0.05 0.1 ... 0.9 0.95 0.99\n",
       "  * v2                   (v2) object &#x27;Tz&#x27; &#x27;Tm01&#x27; &#x27;Hm0&#x27; &#x27;Hs&#x27; ... &#x27;k3&#x27; &#x27;k4&#x27; &#x27;HmHs&#x27;\n",
       "  * quantiles_v2         (quantiles_v2) float64 0.01 0.05 0.1 ... 0.9 0.95 0.99\n",
       "    dq                   float64 0.01\n",
       "    fft_min_duration     int32 512\n",
       "    dt                   float64 0.03125\n",
       "    hs                   float64 1.0\n",
       "    tp                   float64 1.0\n",
       "Data variables:\n",
       "    univariate_seeds     (n, gamma, v1, quantiles_v1) int32 512973517 ... 709...\n",
       "    multivariate_seeds   (n, gamma, v1, quantiles_v1, v2, quantiles_v2) int32 ...\n",
       "    univariate_values    (n, gamma, v1, quantiles_v1) float32 0.5451 ... 0.6762\n",
       "    multivariate_values  (n, gamma, v1, quantiles_v1, v2, quantiles_v2) float32 ...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-4b8f9bcb-0f2a-4983-a8f8-49322d05eb9c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4b8f9bcb-0f2a-4983-a8f8-49322d05eb9c' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>n</span>: 6</li><li><span class='xr-has-index'>gamma</span>: 3</li><li><span class='xr-has-index'>v1</span>: 16</li><li><span class='xr-has-index'>quantiles_v1</span>: 9</li><li><span class='xr-has-index'>v2</span>: 16</li><li><span class='xr-has-index'>quantiles_v2</span>: 9</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6e045811-72e8-4c89-81a9-407b2e05f910' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6e045811-72e8-4c89-81a9-407b2e05f910' class='xr-section-summary' >Coordinates: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>n</span></div><div class='xr-var-dims'>(n)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>10 20 50 100 250 500</div><input id='attrs-eaf5f477-c496-4736-bc3e-8d161429ddb8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eaf5f477-c496-4736-bc3e-8d161429ddb8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc2c5396-2ad1-4adb-bb75-b94ae10c50b0' class='xr-var-data-in' type='checkbox'><label for='data-dc2c5396-2ad1-4adb-bb75-b94ae10c50b0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 10,  20,  50, 100, 250, 500], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>gamma</span></div><div class='xr-var-dims'>(gamma)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 3.3 7.0</div><input id='attrs-727e836c-810a-4b03-8779-57c7d648e9af' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-727e836c-810a-4b03-8779-57c7d648e9af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae503f16-c518-4df0-88d9-6ea63bb29994' class='xr-var-data-in' type='checkbox'><label for='data-ae503f16-c518-4df0-88d9-6ea63bb29994' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1. , 3.3, 7. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>v1</span></div><div class='xr-var-dims'>(v1)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;Tz&#x27; &#x27;Tm01&#x27; &#x27;Hm0&#x27; ... &#x27;k4&#x27; &#x27;HmHs&#x27;</div><input id='attrs-5f547ab2-d5b5-4d2a-a3d9-04a1efcfc892' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5f547ab2-d5b5-4d2a-a3d9-04a1efcfc892' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-63048971-3961-4737-a2fc-e42a5d40e81b' class='xr-var-data-in' type='checkbox'><label for='data-63048971-3961-4737-a2fc-e42a5d40e81b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Tz&#x27;, &#x27;Tm01&#x27;, &#x27;Hm0&#x27;, &#x27;Hs&#x27;, &#x27;H13&#x27;, &#x27;H13_unbiased&#x27;, &#x27;Hmax&#x27;, &#x27;HmaxT&#x27;,\n",
       "       &#x27;Cmax&#x27;, &#x27;CmaxT2&#x27;, &#x27;r_spectra&#x27;, &#x27;r_sample&#x27;, &#x27;r_unbiased&#x27;, &#x27;k3&#x27;, &#x27;k4&#x27;,\n",
       "       &#x27;HmHs&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>quantiles_v1</span></div><div class='xr-var-dims'>(quantiles_v1)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01 0.05 0.1 ... 0.9 0.95 0.99</div><input id='attrs-62e8f605-6465-4950-ad58-42f7c21a9c86' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-62e8f605-6465-4950-ad58-42f7c21a9c86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca70c436-dc9d-4a16-8317-38a2889113e7' class='xr-var-data-in' type='checkbox'><label for='data-ca70c436-dc9d-4a16-8317-38a2889113e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.01, 0.05, 0.1 , 0.25, 0.5 , 0.75, 0.9 , 0.95, 0.99])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>v2</span></div><div class='xr-var-dims'>(v2)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;Tz&#x27; &#x27;Tm01&#x27; &#x27;Hm0&#x27; ... &#x27;k4&#x27; &#x27;HmHs&#x27;</div><input id='attrs-0cebf607-0c63-4a54-8c34-a95074d17e8f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0cebf607-0c63-4a54-8c34-a95074d17e8f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b164fae-134a-4be4-9e5e-ba052377c208' class='xr-var-data-in' type='checkbox'><label for='data-4b164fae-134a-4be4-9e5e-ba052377c208' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Tz&#x27;, &#x27;Tm01&#x27;, &#x27;Hm0&#x27;, &#x27;Hs&#x27;, &#x27;H13&#x27;, &#x27;H13_unbiased&#x27;, &#x27;Hmax&#x27;, &#x27;HmaxT&#x27;,\n",
       "       &#x27;Cmax&#x27;, &#x27;CmaxT2&#x27;, &#x27;r_spectra&#x27;, &#x27;r_sample&#x27;, &#x27;r_unbiased&#x27;, &#x27;k3&#x27;, &#x27;k4&#x27;,\n",
       "       &#x27;HmHs&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>quantiles_v2</span></div><div class='xr-var-dims'>(quantiles_v2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01 0.05 0.1 ... 0.9 0.95 0.99</div><input id='attrs-5a96b529-9121-4b54-acc4-81f9a1356275' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a96b529-9121-4b54-acc4-81f9a1356275' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-43cc598c-ce72-476f-83a5-5d232e9ff929' class='xr-var-data-in' type='checkbox'><label for='data-43cc598c-ce72-476f-83a5-5d232e9ff929' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.01, 0.05, 0.1 , 0.25, 0.5 , 0.75, 0.9 , 0.95, 0.99])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dq</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d17b1f8a-5f17-4623-a831-95b02f47b1a3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d17b1f8a-5f17-4623-a831-95b02f47b1a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2c0ef7f5-a313-4818-ada5-7e763edddb5e' class='xr-var-data-in' type='checkbox'><label for='data-2c0ef7f5-a313-4818-ada5-7e763edddb5e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.01)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fft_min_duration</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9b65e42b-8017-44f0-af64-0dfb0870e206' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9b65e42b-8017-44f0-af64-0dfb0870e206' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c831499-d8c7-4a6a-ba30-0881013072c9' class='xr-var-data-in' type='checkbox'><label for='data-6c831499-d8c7-4a6a-ba30-0881013072c9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(512, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dt</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-23bdc81d-6c2d-4962-aded-7bc09fcadeba' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-23bdc81d-6c2d-4962-aded-7bc09fcadeba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-42725a87-4c47-4cc2-bb7d-6f29785a8970' class='xr-var-data-in' type='checkbox'><label for='data-42725a87-4c47-4cc2-bb7d-6f29785a8970' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.03125)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hs</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f2c88fa8-171d-4be9-a292-8aec61471b87' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f2c88fa8-171d-4be9-a292-8aec61471b87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b68c0522-fd8d-488f-8fbf-5adb1252e0ac' class='xr-var-data-in' type='checkbox'><label for='data-b68c0522-fd8d-488f-8fbf-5adb1252e0ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6ee93fd7-7de4-4567-b793-c6afe2390791' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6ee93fd7-7de4-4567-b793-c6afe2390791' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7dcd8817-9657-4c9c-a1d2-e1169ba23b6e' class='xr-var-data-in' type='checkbox'><label for='data-7dcd8817-9657-4c9c-a1d2-e1169ba23b6e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4bb706f5-1d08-4df9-bbd0-3a00643ac314' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4bb706f5-1d08-4df9-bbd0-3a00643ac314' class='xr-section-summary' >Data variables: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>univariate_seeds</span></div><div class='xr-var-dims'>(n, gamma, v1, quantiles_v1)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e20ef2d4-de06-444e-a04d-2b2bfa47cc38' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e20ef2d4-de06-444e-a04d-2b2bfa47cc38' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61751c42-87a1-48f3-a047-170274f82d81' class='xr-var-data-in' type='checkbox'><label for='data-61751c42-87a1-48f3-a047-170274f82d81' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Integer seeds at a given quantile of the distribution for variable [v1] for use with time_domain_ras function to regenerate timeseries</dd></dl></div><div class='xr-var-data'><pre>array([[[[512973517, ..., 616571480],\n",
       "         ...,\n",
       "         [689274462, ..., 988916415]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[632344940, ..., 459323246],\n",
       "         ...,\n",
       "         [338764101, ..., 310074429]]],\n",
       "\n",
       "\n",
       "       ...,\n",
       "\n",
       "\n",
       "       [[[477798019, ..., 814916228],\n",
       "         ...,\n",
       "         [727855897, ..., 554796823]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[ 31467487, ..., 526314661],\n",
       "         ...,\n",
       "         [666292840, ..., 709458491]]]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>multivariate_seeds</span></div><div class='xr-var-dims'>(n, gamma, v1, quantiles_v1, v2, quantiles_v2)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-61eb9dc0-5b55-4073-9ff1-130857f7c852' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-61eb9dc0-5b55-4073-9ff1-130857f7c852' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94f9d99b-3853-42e6-9e83-0e7e6d430693' class='xr-var-data-in' type='checkbox'><label for='data-94f9d99b-3853-42e6-9e83-0e7e6d430693' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Integer seeds from the marginal distribution of variable [v1] over a qantile range of [quantile_v1-dq/2,quantile_v1+dq/2] at marginal quantile_v2 for marginal variable v2. I.e. the quantiles of the joint probability of v1 and v2.</dd></dl></div><div class='xr-var-data'><pre>[373248 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>univariate_values</span></div><div class='xr-var-dims'>(n, gamma, v1, quantiles_v1)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bc7b75d4-25a4-46ee-99fa-ddfd976a1894' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bc7b75d4-25a4-46ee-99fa-ddfd976a1894' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03fe0af6-442b-4fbb-84cc-23a355cd077d' class='xr-var-data-in' type='checkbox'><label for='data-03fe0af6-442b-4fbb-84cc-23a355cd077d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Values of v1 at quantile_v1</dd></dl></div><div class='xr-var-data'><pre>array([[[[0.545125, ..., 0.940408],\n",
       "         ...,\n",
       "         [0.647977, ..., 1.121392]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[0.612149, ..., 1.042502],\n",
       "         ...,\n",
       "         [0.677094, ..., 1.156096]]],\n",
       "\n",
       "\n",
       "       ...,\n",
       "\n",
       "\n",
       "       [[[0.690454, ..., 0.74448 ],\n",
       "         ...,\n",
       "         [0.465028, ..., 0.677713]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[0.799946, ..., 0.867128],\n",
       "         ...,\n",
       "         [0.454497, ..., 0.676166]]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>multivariate_values</span></div><div class='xr-var-dims'>(n, gamma, v1, quantiles_v1, v2, quantiles_v2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-55ba1bc3-5010-493d-9c98-c1839ff815b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55ba1bc3-5010-493d-9c98-c1839ff815b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ad5a8f8-05db-4543-94b8-3ab2199473d6' class='xr-var-data-in' type='checkbox'><label for='data-2ad5a8f8-05db-4543-94b8-3ab2199473d6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Values of marginal distribution of v2 at quantile_v2 given v1 at quantile_v1</dd></dl></div><div class='xr-var-data'><pre>[373248 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7c1a9914-07f8-4416-a8d0-c4a1f258fcc7' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7c1a9914-07f8-4416-a8d0-c4a1f258fcc7' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (n: 6, gamma: 3, v1: 16, quantiles_v1: 9, v2: 16, quantiles_v2: 9)\n",
       "Coordinates:\n",
       "  * n                    (n) int32 10 20 50 100 250 500\n",
       "  * gamma                (gamma) float64 1.0 3.3 7.0\n",
       "  * v1                   (v1) object 'Tz' 'Tm01' 'Hm0' 'Hs' ... 'k3' 'k4' 'HmHs'\n",
       "  * quantiles_v1         (quantiles_v1) float64 0.01 0.05 0.1 ... 0.9 0.95 0.99\n",
       "  * v2                   (v2) object 'Tz' 'Tm01' 'Hm0' 'Hs' ... 'k3' 'k4' 'HmHs'\n",
       "  * quantiles_v2         (quantiles_v2) float64 0.01 0.05 0.1 ... 0.9 0.95 0.99\n",
       "    dq                   float64 ...\n",
       "    fft_min_duration     int32 ...\n",
       "    dt                   float64 ...\n",
       "    hs                   float64 ...\n",
       "    tp                   float64 ...\n",
       "Data variables:\n",
       "    univariate_seeds     (n, gamma, v1, quantiles_v1) int32 ...\n",
       "    multivariate_seeds   (n, gamma, v1, quantiles_v1, v2, quantiles_v2) int32 ...\n",
       "    univariate_values    (n, gamma, v1, quantiles_v1) float32 ...\n",
       "    multivariate_values  (n, gamma, v1, quantiles_v1, v2, quantiles_v2) float32 ..."
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_all"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Check that timeseries values match percentiles"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;univariate_values&#x27; (quantiles_v1: 2)&gt;\n",
       "array([0.829521, 1.172183], dtype=float32)\n",
       "Coordinates:\n",
       "    n                 int32 20\n",
       "    gamma             float64 1.0\n",
       "    v1                &lt;U2 &#x27;Hs&#x27;\n",
       "  * quantiles_v1      (quantiles_v1) float64 0.05 0.95\n",
       "    dq                float64 0.01\n",
       "    fft_min_duration  int32 512\n",
       "    dt                float64 0.03125\n",
       "    hs                float64 1.0\n",
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       "Attributes:\n",
       "    description:  Values of v1 at quantile_v1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'univariate_values'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>quantiles_v1</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-b6f42b6b-d15a-4270-9bb7-b4b8b54e8f28' class='xr-array-in' type='checkbox' checked><label for='section-b6f42b6b-d15a-4270-9bb7-b4b8b54e8f28' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.8295 1.172</span></div><div class='xr-array-data'><pre>array([0.829521, 1.172183], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-e1770a18-97c2-4da3-9558-f63dadab6559' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e1770a18-97c2-4da3-9558-f63dadab6559' class='xr-section-summary' >Coordinates: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>n</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>20</div><input id='attrs-5e631dc8-ea81-4f93-94fd-3528a58f4921' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5e631dc8-ea81-4f93-94fd-3528a58f4921' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5fc2e159-6f0b-42a4-b9fe-d2667958400a' class='xr-var-data-in' type='checkbox'><label for='data-5fc2e159-6f0b-42a4-b9fe-d2667958400a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(20, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gamma</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0</div><input id='attrs-3373f3ea-77c2-46e8-9dba-98ea3a33363d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3373f3ea-77c2-46e8-9dba-98ea3a33363d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ae7ad85-6fde-4bba-80ff-28d543ab2b71' class='xr-var-data-in' type='checkbox'><label for='data-7ae7ad85-6fde-4bba-80ff-28d543ab2b71' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v1</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U2</div><div class='xr-var-preview xr-preview'>&#x27;Hs&#x27;</div><input id='attrs-84c18682-13c8-49ff-b68c-c323bbb3f8c4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-84c18682-13c8-49ff-b68c-c323bbb3f8c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c924ffed-2a4a-4a54-9996-597e81946f94' class='xr-var-data-in' type='checkbox'><label for='data-c924ffed-2a4a-4a54-9996-597e81946f94' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Hs&#x27;, dtype=&#x27;&lt;U2&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>quantiles_v1</span></div><div class='xr-var-dims'>(quantiles_v1)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.05 0.95</div><input id='attrs-85e2ae4c-877a-4578-84a3-1cecb3f548f0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-85e2ae4c-877a-4578-84a3-1cecb3f548f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5819b4b9-3557-498a-aedd-96780973ba7f' class='xr-var-data-in' type='checkbox'><label for='data-5819b4b9-3557-498a-aedd-96780973ba7f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.05, 0.95])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dq</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01</div><input id='attrs-07eb8af5-9275-4aa5-b7b7-204b8a03048e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-07eb8af5-9275-4aa5-b7b7-204b8a03048e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-562163e0-132b-436f-b5b7-aa66e6041f40' class='xr-var-data-in' type='checkbox'><label for='data-562163e0-132b-436f-b5b7-aa66e6041f40' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.01)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fft_min_duration</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>512</div><input id='attrs-537c62c6-4559-4789-a905-322923c17bb6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-537c62c6-4559-4789-a905-322923c17bb6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9de98918-23ea-4339-af0a-2b874a62b49f' class='xr-var-data-in' type='checkbox'><label for='data-9de98918-23ea-4339-af0a-2b874a62b49f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(512, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dt</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.03125</div><input id='attrs-1456026b-cc6a-4685-a32c-7f6c1f78c7fd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1456026b-cc6a-4685-a32c-7f6c1f78c7fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7cdec033-7714-4b50-82e9-a092b6379896' class='xr-var-data-in' type='checkbox'><label for='data-7cdec033-7714-4b50-82e9-a092b6379896' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.03125)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hs</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0</div><input id='attrs-9a331c52-5f22-4db5-9d5d-f35dfca1ba80' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9a331c52-5f22-4db5-9d5d-f35dfca1ba80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-205f7616-24d7-4d2c-a765-795222ac7779' class='xr-var-data-in' type='checkbox'><label for='data-205f7616-24d7-4d2c-a765-795222ac7779' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0</div><input id='attrs-6ceae2d7-ad47-4007-94a5-d1789aa4c240' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6ceae2d7-ad47-4007-94a5-d1789aa4c240' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-581e2f52-909d-4d81-afeb-c8338c260e39' class='xr-var-data-in' type='checkbox'><label for='data-581e2f52-909d-4d81-afeb-c8338c260e39' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-97b43e32-e763-4542-9806-9d9638c509dd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-97b43e32-e763-4542-9806-9d9638c509dd' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Values of v1 at quantile_v1</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'univariate_values' (quantiles_v1: 2)>\n",
       "array([0.829521, 1.172183], dtype=float32)\n",
       "Coordinates:\n",
       "    n                 int32 20\n",
       "    gamma             float64 1.0\n",
       "    v1                <U2 'Hs'\n",
       "  * quantiles_v1      (quantiles_v1) float64 0.05 0.95\n",
       "    dq                float64 0.01\n",
       "    fft_min_duration  int32 512\n",
       "    dt                float64 0.03125\n",
       "    hs                float64 1.0\n",
       "    tp                float64 1.0\n",
       "Attributes:\n",
       "    description:  Values of v1 at quantile_v1"
      ]
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       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;Hs&#x27; (quantiles_v1: 2)&gt;\n",
       "array([0.82952147, 1.1721829 ])\n",
       "Coordinates:\n",
       "    n                 int32 20\n",
       "    gamma             float64 1.0\n",
       "    v1                &lt;U2 &#x27;Hs&#x27;\n",
       "    dq                float64 0.01\n",
       "    fft_min_duration  int32 512\n",
       "    dt                float64 0.03125\n",
       "    hs                float64 1.0\n",
       "    tp                float64 1.0\n",
       "  * quantiles_v1      (quantiles_v1) float64 0.05 0.95</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'Hs'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>quantiles_v1</span>: 2</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-be41ad0e-1dd0-4aa2-a6eb-81db6fed31ab' class='xr-array-in' type='checkbox' checked><label for='section-be41ad0e-1dd0-4aa2-a6eb-81db6fed31ab' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.8295 1.172</span></div><div class='xr-array-data'><pre>array([0.82952147, 1.1721829 ])</pre></div></div></li><li class='xr-section-item'><input id='section-a998b3d5-8cd9-43c2-8a4d-6ac1e94399ce' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a998b3d5-8cd9-43c2-8a4d-6ac1e94399ce' class='xr-section-summary' >Coordinates: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>n</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>20</div><input id='attrs-14d2a40f-36b2-48a2-a886-1881183851cf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-14d2a40f-36b2-48a2-a886-1881183851cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-352eb645-7c4d-49cb-bc65-a8f387d83b50' class='xr-var-data-in' type='checkbox'><label for='data-352eb645-7c4d-49cb-bc65-a8f387d83b50' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(20, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gamma</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0</div><input id='attrs-997bda5b-7291-4ec8-87c9-859e8ee38410' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-997bda5b-7291-4ec8-87c9-859e8ee38410' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d33adda-6fee-4e86-a17d-9834c6afeb3d' class='xr-var-data-in' type='checkbox'><label for='data-9d33adda-6fee-4e86-a17d-9834c6afeb3d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v1</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U2</div><div class='xr-var-preview xr-preview'>&#x27;Hs&#x27;</div><input id='attrs-6e3f5416-bc76-4587-b378-16490209ec71' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6e3f5416-bc76-4587-b378-16490209ec71' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a16dd9c-92f9-4f9e-9537-ad1441eb8569' class='xr-var-data-in' type='checkbox'><label for='data-8a16dd9c-92f9-4f9e-9537-ad1441eb8569' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Hs&#x27;, dtype=&#x27;&lt;U2&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dq</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01</div><input id='attrs-f4d410a4-55d2-4213-a432-42a14ec16824' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f4d410a4-55d2-4213-a432-42a14ec16824' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d51cbff-4fe2-407c-aed1-f2452a988549' class='xr-var-data-in' type='checkbox'><label for='data-7d51cbff-4fe2-407c-aed1-f2452a988549' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.01)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fft_min_duration</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>512</div><input id='attrs-7cd0a25b-201e-4e55-8d00-28e1fa0b811e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7cd0a25b-201e-4e55-8d00-28e1fa0b811e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6694b77b-340b-4fe1-bb9b-cd75f96a9248' class='xr-var-data-in' type='checkbox'><label for='data-6694b77b-340b-4fe1-bb9b-cd75f96a9248' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(512, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dt</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.03125</div><input id='attrs-d34c6100-0f9f-4059-9ad2-2b541cd89f69' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d34c6100-0f9f-4059-9ad2-2b541cd89f69' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3019407b-b91d-4c08-8893-3761cfea7d7f' class='xr-var-data-in' type='checkbox'><label for='data-3019407b-b91d-4c08-8893-3761cfea7d7f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.03125)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hs</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0</div><input id='attrs-4aec67fa-70e2-4c5a-a443-6f3cda093de9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4aec67fa-70e2-4c5a-a443-6f3cda093de9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dea13105-b0ce-49a1-b29a-8e58c3ffa75c' class='xr-var-data-in' type='checkbox'><label for='data-dea13105-b0ce-49a1-b29a-8e58c3ffa75c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0</div><input id='attrs-cb1e308c-115a-4090-acdb-fe017fb0bc6e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb1e308c-115a-4090-acdb-fe017fb0bc6e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61391ea1-0a75-4880-a9d0-c209895d5798' class='xr-var-data-in' type='checkbox'><label for='data-61391ea1-0a75-4880-a9d0-c209895d5798' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>quantiles_v1</span></div><div class='xr-var-dims'>(quantiles_v1)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.05 0.95</div><input id='attrs-580f83dd-0fb7-4c7f-8774-77915058dcfa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-580f83dd-0fb7-4c7f-8774-77915058dcfa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed8afe73-f4dc-4651-9aed-304c32e1b752' class='xr-var-data-in' type='checkbox'><label for='data-ed8afe73-f4dc-4651-9aed-304c32e1b752' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.05, 0.95])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4bd324b2-d32f-4ea7-aee0-97a3a7968107' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4bd324b2-d32f-4ea7-aee0-97a3a7968107' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'Hs' (quantiles_v1: 2)>\n",
       "array([0.82952147, 1.1721829 ])\n",
       "Coordinates:\n",
       "    n                 int32 20\n",
       "    gamma             float64 1.0\n",
       "    v1                <U2 'Hs'\n",
       "    dq                float64 0.01\n",
       "    fft_min_duration  int32 512\n",
       "    dt                float64 0.03125\n",
       "    hs                float64 1.0\n",
       "    tp                float64 1.0\n",
       "  * quantiles_v1      (quantiles_v1) float64 0.05 0.95"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "n=20\n",
    "gamma=1\n",
    "v1='Hs'\n",
    "\n",
    "ds_seeds = ds_all[\"univariate_seeds\"].sel(v1=v1,quantiles_v1=[0.05,0.95],n=n,gamma=gamma)\n",
    "ds_values = ds_all[\"univariate_values\"].sel(v1=v1,quantiles_v1=[0.05,0.95],n=n,gamma=gamma)\n",
    "display(ds_values)\n",
    "ds_values = stats_from_seed(ds_seeds)\n",
    "display(ds_values[v1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, '$t/T_p$')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Compare some timeseries at different points of joint distribution\n",
    "da_timeseries = timeseries_from_seed(ds_seeds)\n",
    "da_timeseries.plot(hue='quantiles_v1',figsize=(10,3))\n",
    "plt.ylabel('$\\eta/H_s$')\n",
    "plt.xlabel('$t/T_p$')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, '$t/T_p$')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Compare some timeseries at different gamma\n",
    "v1='Hs'\n",
    "n=20\n",
    "gamma=7.0\n",
    "ds_seeds = ds_all[\"univariate_seeds\"].sel(v1=v1,quantiles_v1=[0.05,0.95],n=n,gamma=gamma)\n",
    "da_timeseries = timeseries_from_seed(ds_seeds)\n",
    "da_timeseries.plot(hue='quantiles_v1',figsize=(10,3))\n",
    "plt.ylabel('$\\eta/H_s$')\n",
    "plt.xlabel('$t/T_p$')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, '$t/T_p$')"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "v1='Tz'\n",
    "n=20\n",
    "gamma=7.0\n",
    "ds_seeds = ds_all[\"univariate_seeds\"].sel(v1=v1,quantiles_v1=[0.05,0.95],n=n,gamma=gamma)\n",
    "da_timeseries = timeseries_from_seed(ds_seeds)\n",
    "da_timeseries.plot(hue='quantiles_v1',figsize=(10,3))\n",
    "plt.ylabel('$\\eta/H_s$')\n",
    "plt.xlabel('$t/T_p$')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Look at joint probability timeseries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, '$t/T_p$')"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "n=10\n",
    "gamma=3.3\n",
    "# Compare some timeseries at different points of joint distribution\n",
    "ds_seeds = ds_all[\"multivariate_seeds\"].sel(n=n,gamma=gamma,\n",
    "                                            v1='Hs',\n",
    "                                            quantiles_v1=0.5, # Median Hs\n",
    "                                            v2='Tz',\n",
    "                                            quantiles_v2=[0.05,0.95]\n",
    "                                            )\n",
    "da_timeseries = timeseries_from_seed(ds_seeds)\n",
    "da_timeseries.plot(hue='quantiles_v2',figsize=(10,3))\n",
    "plt.ylabel('$\\eta/H_s$')\n",
    "plt.xlabel('$t/T_p$')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, '$t/T_p$')"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "n=10\n",
    "gamma=3.3\n",
    "# Compare some timeseries at different points of joint distribution\n",
    "ds_seeds = ds_all[\"multivariate_seeds\"].sel(n=n,gamma=gamma,\n",
    "                                            v1='Hs',\n",
    "                                            quantiles_v1=0.5, # Median Hs\n",
    "                                            v2='Hmax',\n",
    "                                            quantiles_v2=[0.05,0.95]\n",
    "                                            )\n",
    "da_timeseries = timeseries_from_seed(ds_seeds)\n",
    "da_timeseries.plot(hue='quantiles_v2',figsize=(10,3))\n",
    "plt.ylabel('$\\eta/H_s$')\n",
    "plt.xlabel('$t/T_p$')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, '$t/T_p$')"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "n=10\n",
    "gamma=3.3\n",
    "# Compare some timeseries at different points of joint distribution\n",
    "ds_seeds = ds_all[\"multivariate_seeds\"].sel(n=n,gamma=gamma,\n",
    "                                            v1='Hs',\n",
    "                                            quantiles_v1=0.5, # Median Hs\n",
    "                                            v2='r_sample',\n",
    "                                            quantiles_v2=[0.05,0.95]\n",
    "                                            )\n",
    "da_timeseries = timeseries_from_seed(ds_seeds)\n",
    "da_timeseries.plot(hue='quantiles_v2',figsize=(10,3))\n",
    "plt.ylabel('$\\eta/H_s$')\n",
    "plt.xlabel('$t/T_p$')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.7.13 ('base')",
   "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": "3.7.13"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
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