{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Directed search\n",
"\n",
"This is the third turial in a series showcasing the functionality of the Exploratory Modeling workbench. Exploratory modeling entails investigating the way in which uncertainty and/or policy levers map to outcomes. To investigate these mappings, we can either use sampling based strategies (open exploration) or optimization based strategies (directed search).\n",
"\n",
"In this tutorial, I will demonstrate in more detail how to use the workbench for directed search. We are using the same example as in the previous tutorials. When using optimization, it is critical that you specify for each Scalar Outcome the direction in which it should move. There are three possibilities: info which is ignored, maximize, and minimize. If the `kind` keyword argument is not specified, it defaults to info."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"from dps_lake_model import lake_model\n",
"\n",
"from ema_workbench import Constant, Model, RealParameter, ScalarOutcome\n",
"\n",
"model = Model(\"lakeproblem\", function=lake_model)\n",
"\n",
"# specify uncertainties\n",
"model.uncertainties = [\n",
" RealParameter(\"b\", 0.1, 0.45),\n",
" RealParameter(\"q\", 2.0, 4.5),\n",
" RealParameter(\"mean\", 0.01, 0.05),\n",
" RealParameter(\"stdev\", 0.001, 0.005),\n",
" RealParameter(\"delta\", 0.93, 0.99),\n",
"]\n",
"\n",
"# set levers\n",
"model.levers = [\n",
" RealParameter(\"c1\", -2, 2),\n",
" RealParameter(\"c2\", -2, 2),\n",
" RealParameter(\"r1\", 0, 2),\n",
" RealParameter(\"r2\", 0, 2),\n",
" RealParameter(\"w1\", 0, 1),\n",
"]\n",
"\n",
"# specify outcomes\n",
"model.outcomes = [\n",
" ScalarOutcome(\"max_P\", ScalarOutcome.MINIMIZE),\n",
" ScalarOutcome(\"utility\", ScalarOutcome.MAXIMIZE),\n",
" ScalarOutcome(\"inertia\", ScalarOutcome.MAXIMIZE),\n",
" ScalarOutcome(\"reliability\", ScalarOutcome.MAXIMIZE),\n",
"]\n",
"\n",
"# override some of the defaults of the model\n",
"model.constants = [\n",
" Constant(\"alpha\", 0.41),\n",
" Constant(\"nsamples\", 150),\n",
" Constant(\"myears\", 100),\n",
"]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Using directed search with the ema_workbench requires [platypus-opt](https://github.com/Project-Platypus/Platypus). Please check the installation suggestions provided in the readme of the github repository. I personally either install from github directly \n",
"\n",
"\n",
"```\n",
"pip git+https://github.com/Project-Platypus/Platypus.git\n",
"```\n",
"\n",
"or through pip\n",
"\n",
"```\n",
"pip install platypus-opt\n",
"```\n",
"\n",
"One note of caution: don't install platypus, but platypus-opt. There exists a python package on pip called platypus, but that is quite a different kind of library. \n",
"\n",
"There are three ways in which we can use optimization in the workbench:\n",
"1. Search over the decision levers, conditional on a reference scenario\n",
"2. Search over the uncertain factors, conditional on a reference policy\n",
"3. Search over the decision levers given a set of scenarios"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Search over levers\n",
"Directed search is most often used to search over the decision levers in order to find good candidate strategies. This is for example the first step in the [Many Objective Robust Decision Making process](https://www.sciencedirect.com/science/article/pii/S1364815212003131). This is straightforward to do with the workbench using the optimize method.\n",
"\n",
"Note that I have kept the number of functional evaluations (nfe) very low. In real applications this should be substantially higher and be based on convergence considerations which are demonstrated below.\n"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"[MainProcess/INFO] pool started with 10 workers\n",
"300it [00:03, 94.28it/s] \n",
"[MainProcess/INFO] optimization completed, found 5 solutions\n",
"[MainProcess/INFO] terminating pool\n"
]
}
],
"source": [
"from ema_workbench import MultiprocessingEvaluator, ema_logging\n",
"\n",
"ema_logging.log_to_stderr(ema_logging.INFO)\n",
"\n",
"with MultiprocessingEvaluator(model) as evaluator:\n",
" results, convergence_info = evaluator.optimize(\n",
" nfe=250, searchover=\"levers\", epsilons=[0.1] * len(model.outcomes), \n",
" filename=\"archives.tar.gz\", directory=\"./archives\", rng=42\n",
" )"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The results from optimize is a DataFrame with the decision variables and outcomes of interest. This dataframe contains both the decision variables (c1-w1) and the outcomes (max_P-reliability). Each row is thus a single unique solution.\n",
"\n",
"Note also that there might be a difference between the specified number of nfe (250 in this case) and the actual number of nfe. The default algorithm is population based and the nfe-based stopping condition is only checked after evaluating an entire generation. "
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
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" c1 c2 r1 r2 w1 max_P utility \\\n",
"0 0.714726 1.951570 0.820303 1.900079 0.984769 0.421131 1.502431 \n",
"1 0.198240 1.317619 1.237040 1.723414 0.577352 2.819185 2.229967 \n",
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"\n",
" inertia reliability \n",
"0 0.9900 1.0000 \n",
"1 0.9802 0.2744 \n",
"2 0.9900 1.0000 \n",
"3 0.9900 1.0000 \n",
"4 0.9900 0.1268 "
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"results"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Specifying constraints\n",
"It is possible to specify a constrained optimization problem. A model can have one or more constraints. A constraint can be applied to the model input parameters (both uncertainties and levers), and/or outcomes. A constraint is essentially a function that should return the distance from the feasibility threshold. The distance should be 0 if the constraint is met. \n",
"\n",
"In the example below, we add a constrait saying that the value of the outcome `max_P` should be below 1. Given that this is a very simple constrain, I chose to use a lambda function to implement it. For more complicated constraints, you can also define your own function and pass that instead.\n"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"from ema_workbench import Constraint\n",
"\n",
"constraints = [\n",
" Constraint(\"max pollution\", outcome_names=\"max_P\", function=lambda x: max(0, x - 1))\n",
"]"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"[MainProcess/INFO] pool started with 10 workers\n",
"300it [00:03, 91.35it/s] \n",
"[MainProcess/INFO] optimization completed, found 4 solutions\n",
"[MainProcess/INFO] terminating pool\n"
]
}
],
"source": [
"from ema_workbench import MultiprocessingEvaluator, ema_logging\n",
"\n",
"ema_logging.log_to_stderr(ema_logging.INFO)\n",
"\n",
"with MultiprocessingEvaluator(model) as evaluator:\n",
" results, convergence_info = evaluator.optimize(\n",
" nfe=250,\n",
" searchover=\"levers\",\n",
" epsilons=[0.1] * len(model.outcomes),\n",
" constraints=constraints,\n",
" filename=\"archives_constraints.tar.gz\", directory=\"./archives\", \n",
" rng=42\n",
" )"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
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" c1 c2 r1 r2 w1 max_P utility \\\n",
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"\n",
" inertia reliability \n",
"0 0.99 1.0 \n",
"1 0.99 1.0 \n",
"2 0.99 1.0 \n",
"3 0.99 1.0 "
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"results"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The new results with this simple constraint contains only a few solutions. This suggests that it is difficult to find solutions that are able to meet this constraint. "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Seed analysis\n",
"Genetic algorithms rely on randomness in the search process. This implies that a single run of the algorithm does not tell you that much because the results might be due to randomness. It is thus best practice to allways repeat the optimization for several different seeds and next merge the results across the different optimizations. This is supported by the workbench. We first need to run multiple optimization like this:"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"[MainProcess/INFO] pool started with 10 workers\n",
"25020it [01:43, 241.07it/s] \n",
"[MainProcess/INFO] optimization completed, found 6 solutions\n",
"25003it [01:36, 257.98it/s] \n",
"[MainProcess/INFO] optimization completed, found 9 solutions\n",
"25016it [01:35, 261.05it/s] \n",
"[MainProcess/INFO] optimization completed, found 9 solutions\n",
"25035it [01:35, 261.54it/s] \n",
"[MainProcess/INFO] optimization completed, found 9 solutions\n",
"25015it [01:36, 257.89it/s] \n",
"[MainProcess/INFO] optimization completed, found 11 solutions\n",
"[MainProcess/INFO] terminating pool\n"
]
}
],
"source": [
"import random\n",
"\n",
"random.seed(42)\n",
"seeds = [random.randint(0, 1000) for _ in range(5)] # we want to run 5 seeds\n",
"\n",
"with MultiprocessingEvaluator(model) as evaluator:\n",
" results = evaluator.optimize(\n",
" nfe=25000, searchover=\"levers\", epsilons=[0.05] * len(model.outcomes),\n",
" filename=\"archives_seeds.tar.gz\", directory=\"./archives\", rng=seeds \n",
" )\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We now have the results for each of the five different runs of the optimization. The next step is to combine these into a singe comprehensive set. Since by default the workbench uses [ε-NSGAII](https://link.springer.com/chapter/10.1007/978-3-540-31880-4_27), it makes sense to also merge the results across the seeds using an ε-nondominated sort."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"from ema_workbench.em_framework.optimization import epsilon_nondominated, Problem\n",
"\n",
"data = [r[0] for r in results]\n",
"problem = Problem(\"levers\", model.levers, model.outcomes)\n",
"epsilons = [0.05] * len(model.outcomes)\n",
"merged_archives = epsilon_nondominated(data, epsilons, problem)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(7, 9)"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"merged_archives.shape"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"As can be seen, the new merged archive contains 6 solutions. Which is is quite a bit smaller than the sum of solutions across the 5 seeds. This implies that many of the solutions found in each seed land in the same ε-gridcell. "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Tracking convergence \n",
"An important part of using many-objective evolutionary algorithms is to carefully monitor whether they have converged to the best possible solutions. Various different metrics can be used for this. Some of these metrics must be collected at runtime, such as [ε-progress](https://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.469.9675&rep=rep1&type=pdf). Others, like [hypervolume](https://www.sciencedirect.com/science/article/pii/S0309170816300896?via%3Dihub#sec0007), are better calculated after the optimization has been completed. The metrics that are better calculated after the optimization require, however, storing the state of the archive over the course of the optimization. Both types of metrics are supported by the workbench. "
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots()\n",
"\n",
"for _ ,runtime_info in results:\n",
" ax.plot(runtime_info.nfe, runtime_info.epsilon_progress)\n",
"\n",
"ax.set_xlabel(\"nfe\")\n",
"ax.set_ylabel(\"epsilon improvements\")\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Varous metrics are provied by platypus. For details on these metrics see *e.g.*, [Zatarain-Salazar et al (2016)](https://doi.org/10.1016/j.advwatres.2016.04.006) and [Gupta et al (2020)](https://doi.org/10.1016/j.advwatres.2020.103718) for hypervolume, generational distance and additive $\\epsilon$-indicator; [Hadka and Reed (2012)](https://dl-acm-org.tudelft.idm.oclc.org/doi/pdf/10.1162/EVCO_a_00053?accessTab=true) for spacing; and [Hadka and Reed (2013)](https://ieeexplore.ieee.org/document/6793867) for $\\epsilon$-pgrogress. To use these metrics, we first need to load the archives into memory. Next, these metrics need a set of platypus solutions, instead of the dataframes that the workbench has stored. Moreover, most of these metrics need a reference set. The reference set, typically, is the union of best solutions found across the seeds and next filtered using an ε-nondominated sort. All these steps are supported by the workbench as shown below."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"from ema_workbench import load_archives\n",
"\n",
"all_archives = [load_archives('./archives/25_archives_seeds.tar.gz'),\n",
" load_archives('./archives/114_archives_seeds.tar.gz'),\n",
" load_archives('./archives/281_archives_seeds.tar.gz'),\n",
" load_archives('./archives/654_archives_seeds.tar.gz'),\n",
" load_archives('./archives/759_archives_seeds.tar.gz')]"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from ema_workbench import SpacingMetric\n",
"\n",
"fig, ax = plt.subplots()\n",
"metric = SpacingMetric(merged_archives, problem)\n",
"\n",
"for entry in all_archives:\n",
" scores = []\n",
" for nfe, archive in entry:\n",
" score = metric.calculate(archive)\n",
" scores.append((nfe, score))\n",
"\n",
" scores = np.asarray(scores)\n",
"\n",
" ax.plot(scores[:, 0], scores[:, 1])\n",
"ax.set_ylabel(\"spacing\")\n",
"ax.set_xlabel(\"nfe\")\n",
"\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Changing the reference scenario \n",
"\n",
"The workbench offers control over the reference scenario or policy under which you are performing the optimization. This makes it easy to apply multi-scenario MORDM ([Watson & Kasprzyk, 2017](https://www.sciencedirect.com/science/article/pii/S1364815216310593);[Eker & Kwakkel, 2018](https://doi.org/10.1016/j.envsoft.2018.03.029);[Bartholomew & Kwakkel, 2020](https://doi.org/10.1016/j.envsoft.2020.104699)). Alternatively, you can also use it to change the policy for which you are applying worst case scenario discovery (see below). \n",
"\n",
"\n",
"```python\n",
"reference = Sample('reference', b=0.4, q=2, mean=0.02, stdev=0.01)\n",
"\n",
"with MultiprocessingEvaluator(lake_model) as evaluator:\n",
" results = evaluator.optimize(searchover='levers', nfe=1000,\n",
" epsilons=[0.1, ]*len(lake_model.outcomes),\n",
" reference=reference)\n",
"```\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Search over uncertainties: worst case discovery\n",
"Up till now, the focus has been on applying search to find promising candidate strategies. That is, we search through the lever space. However, there might also be good reasons to search through the uncertainty space. For example to search for worst case scenarios [(Halim et al, 2015)](https://www.sciencedirect.com/science/article/pii/S0016328715001342). This is easily achieved as shown below. We change the kind attribute on each outcome so that we search for the worst outcome and specify that we would like to search over the uncertainties instead of the levers.\n",
"\n",
"Any of the foregoing additions such as constraints or convergence works as shown above. Note that if you would like to to change the reference policy, reference should be a Policy object rather than a Scenario object.\n"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"[MainProcess/INFO] pool started with 10 workers\n",
"100%|█████████████████████████████████████| 5000/5000 [00:22<00:00, 220.59it/s]\n",
"[MainProcess/INFO] optimization completed, found 12 solutions\n",
"[MainProcess/INFO] terminating pool\n"
]
}
],
"source": [
"from ema_workbench import Sample\n",
"\n",
"# change outcomes so direction is undesirable\n",
"minimize = ScalarOutcome.MINIMIZE\n",
"maximize = ScalarOutcome.MAXIMIZE\n",
"\n",
"for outcome in model.outcomes:\n",
" if outcome.kind == minimize:\n",
" outcome.kind = maximize\n",
" else:\n",
" outcome.kind = minimize\n",
"\n",
"\n",
"reference = Sample(\"no_release\", decisions=np.zeros(100,))\n",
"\n",
"with MultiprocessingEvaluator(model) as evaluator:\n",
" results, convergencce_info = evaluator.optimize(\n",
" nfe=5000, searchover=\"uncertainties\", epsilons=[0.05] * len(model.outcomes),\n",
" reference=reference,\n",
" filename=\"archives_uncertainties.tar.gz\", directory=\"./archives\", rng=42 \n",
" ) "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Parallel coordinate plots\n",
"\n",
"The workbench comes with support for making parallel axis plots through the parcoords module. This module offers a parallel axes object on which we can plot data. \n",
"\n",
"The typical workflow is to first instantiate this parallel axes object given a pandas dataframe with the upper and lower limits for each axes. Next, one or more datasets can be plotted on this axes. Any dataframe passed to the plot method will be normalized using the limits passed first. We can also invert any of the axes to ensure that the desirable direction is the same for all axes."
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from ema_workbench.analysis import parcoords\n",
"\n",
"data = results.loc[:, [o.name for o in model.outcomes]]\n",
"\n",
"# get the minimum and maximum values as present in the dataframe\n",
"limits = parcoords.get_limits(data)\n",
"\n",
"# we know that the lowest possible value for all objectives is 0\n",
"limits.loc[0, [\"utility\", \"inertia\", \"reliability\", \"max_P\"]] = 0\n",
"# inertia and reliability are defined on unit interval, so their theoretical maximum is 1\n",
"limits.loc[1, [\"inertia\", \"reliability\"]] = 1\n",
"\n",
"paraxes = parcoords.ParallelAxes(limits)\n",
"paraxes.plot(data)\n",
"paraxes.invert_axis(\"max_P\")\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The above parallel coordinate plot shows the results from the worst case discovery. The worst possible solution would be a straight line at the bottom. A key insight from this result is that there seems to be a trade-off between max_P and utility. This can be inferred from the crossing lines between these two axes. "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Robust Search\n",
"\n",
"In the foregoing, we have been using optimization over levers or uncertainties, while assuming a reference scenario or policy. However, we can also formulate a robust many objective optimization problem ([Kwakkel et al. 2015](https://doi.org/10.1007/s10584-014-1210-4); [Bartholomew et al. 2020](https://doi.org/10.1016/j.envsoft.2020.104699)), where we are going to search over the levers for solutions that have robust performance over a set of scenarios. To do this with the workbench, there are several steps that one has to take.\n",
"\n",
"First, we need to specify our robustness metrics. A robustness metric takes as input the performance of a candidate policy over a set of scenarios and returns a single robustness score. For a more in depth overview, see [McPhail et al. (2018)](https://agupubs.onlinelibrary.wiley.com/doi/full/10.1002/2017EF000649). In case of the workbench, we can use the ScalarOutcome class for this. We need to specify the name of the robustness metric a function that takes as input a numpy array and returns a single number, and the model outcome to which this function should be applied. \n",
"\n",
"Below, we use a percentile based robustness metric, which we apply to each model outcome. "
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"import functools\n",
"\n",
"# our robustness functions\n",
"percentile10 = functools.partial(np.percentile, q=10)\n",
"percentile90 = functools.partial(np.percentile, q=90)\n",
"\n",
"# convenient short hands\n",
"MAXIMIZE = ScalarOutcome.MAXIMIZE\n",
"MINIMIZE = ScalarOutcome.MINIMIZE\n",
"\n",
"robustnes_functions = [\n",
" ScalarOutcome(\n",
" \"90th percentile max_p\",\n",
" kind=MINIMIZE,\n",
" variable_name=\"max_P\",\n",
" function=percentile90,\n",
" ),\n",
" ScalarOutcome(\n",
" \"10th percentile reliability\",\n",
" kind=MAXIMIZE,\n",
" variable_name=\"reliability\",\n",
" function=percentile10,\n",
" ),\n",
" ScalarOutcome(\n",
" \"10th percentile inertia\",\n",
" kind=MAXIMIZE,\n",
" variable_name=\"inertia\",\n",
" function=percentile10,\n",
" ),\n",
" ScalarOutcome(\n",
" \"10th percentile utility\",\n",
" kind=MAXIMIZE,\n",
" variable_name=\"utility\",\n",
" function=percentile10,\n",
" ),\n",
"]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Next, we have to generate the scenarios we want to use. Below we generate 10 scenarios, which we will keep fixed over the optimization. The exact number of scenarios to use is to be established through trial and error. Typically it involves balancing computational costs of more scenarios, with the stability of the robustness metric over the number of scenarios"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"from ema_workbench.em_framework import LHSSampler\n",
"\n",
"n_scenarios = 20\n",
"scenarios = LHSSampler().generate_samples(\n",
" model.uncertainties, n_scenarios, rng=42\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"With the robustness metrics specified, and the scenarios, sampled, we can now perform robust many-objective optimization. Below is the code that one would run. Note that this is computationally very expensive since each candidate solution is going to be run for ten scenarios before we can calculate the robustness for each outcome of interest.\n",
"\n",
"```python\n",
"nfe = int(5e4)\n",
"with MultiprocessingEvaluator(model) as evaluator:\n",
" robust_results, convergence_info = evaluator.robust_optimize(\n",
" robustnes_functions,\n",
" scenarios,\n",
" nfe=nfe,\n",
" epsilons=[0.025,] * len(robustnes_functions),\n",
" filename=\"archive_robust.tar.gz\",\n",
" directory=\"./archives\", \n",
" )\n",
"\n",
"```"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"[MainProcess/INFO] pool started with 10 workers\n",
" 3%|█ | 1400/50000 [01:29<50:24, 16.07it/s]"
]
}
],
"source": [
"\n",
"nfe = int(5e4)\n",
"with MultiprocessingEvaluator(model) as evaluator:\n",
" robust_results, convergence_info = evaluator.robust_optimize(\n",
" robustnes_functions,\n",
" scenarios,\n",
" nfe=nfe,\n",
" epsilons=[0.025,] * len(robustnes_functions),\n",
" filename=\"archive_robust.tar.gz\",\n",
" directory=\"./archives\", \n",
" )"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can now again visualize the results using a parallel coordinate plot. Note that we are visualizing the robustness scores rather than the outcomes of interest as specified in the underlying model."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"from ema_workbench.analysis import parcoords\n",
"\n",
"data = robust_results.loc[:, [o.name for o in robustnes_functions]]\n",
"limits = parcoords.get_limits(data)\n",
"\n",
"paraxes = parcoords.ParallelAxes(limits)\n",
"paraxes.plot(data)\n",
"paraxes.invert_axis(\"90th percentile max_p\")\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"What we can see in this parallel axis plot is that there is a clear tradeoff between robust high reliability and robsut low maximum polution. Likewise with inertia and utility. This can be seen from the crossing lines between these respective axes."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
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