From e1cbe3956b6a264bc4649c0cb8b27da84b365423 Mon Sep 17 00:00:00 2001 From: sroet Date: Tue, 6 Aug 2019 17:42:54 +0200 Subject: [PATCH 1/2] add spring shooting to OPS core --- examples/misc/spring_shooting_example.ipynb | 910 ++++++++++++++++++ openpathsampling/pathmovers/__init__.py | 1 + openpathsampling/pathmovers/move_schemes.py | 1 + .../pathmovers/spring_shooting.py | 567 +++++++++++ .../tests/test_spring_shooting.py | 346 +++++++ 5 files changed, 1825 insertions(+) create mode 100644 examples/misc/spring_shooting_example.ipynb create mode 100644 openpathsampling/pathmovers/spring_shooting.py create mode 100644 openpathsampling/tests/test_spring_shooting.py diff --git a/examples/misc/spring_shooting_example.ipynb b/examples/misc/spring_shooting_example.ipynb new file mode 100644 index 000000000..7583d8997 --- /dev/null +++ b/examples/misc/spring_shooting_example.ipynb @@ -0,0 +1,910 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Spring shooting example\n", + "This notebook contains the example to use the implemented spring shooting algorithm to run a TPS simulation. It is mainly build from the toy example of OPS" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### First start with the imports" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from __future__ import print_function\n", + "%matplotlib inline\n", + "import openpathsampling as paths\n", + "import matplotlib.pyplot as plt\n", + "import os\n", + "import openpathsampling.visualize as ops_vis\n", + "from IPython.display import SVG\n", + "import openpathsampling.engines.toy as toys\n", + "import numpy as np\n", + "from openpathsampling import SpringShootingMoveScheme\n", + "\n", + "# Some magic to get the toy_plot_helpers of OPS. This works if \n", + "# openpathsampling is installed from github with 'pip install -e .'\n", + "# otherwise download the toy_plot_helpers.py from \n", + "# https://raw.githubusercontent.com/openpathsampling/openpathsampling/master/examples/resources/toy_plot_helpers.py\n", + "\n", + "ops_dir = paths.__file__.rsplit('/',2)[0]\n", + "plot_helper = ops_dir+'/examples/resources/toy_plot_helpers.py'\n", + "%run $plot_helper" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Make the potential energy surface" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# always the most complicated bit\n", + "\n", + "pes = (toys.OuterWalls([1.0,1.0], [0.0,0.0]) + \n", + " toys.Gaussian(-1.0, [12.0, 0.5], [-0.6, 0.0]) +\n", + " toys.Gaussian(-1.0, [12.0, 0.5], [0.6, 0.0]))\n", + "topology = toys.Topology(n_spatial=2, masses=[1.0], pes=pes)\n", + "engine = toys.Engine({'integ': toys.LangevinBAOABIntegrator(dt=0.02, temperature=0.1, gamma=2.5),\n", + " 'n_frames_max': 100,\n", + " 'n_steps_per_frame': 5}, topology)\n", + "template = toys.Snapshot(coordinates=np.array([[0.0, 0.0]]),\n", + " velocities=np.array([[0.0, 0.0]]),\n", + " engine=engine)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plot = ToyPlot()\n", + "plot.contour_range = np.arange(-1.5, 1.0, 0.1)\n", + "plot.add_pes(pes)\n", + "fig = plot.plot()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Build the TPS Network" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "def xval(snapshot):\n", + " return snapshot.xyz[0][0]\n", + "\n", + "# Define cv\n", + "cv = paths.FunctionCV(\"xval\", xval)\n", + "cv.enable_diskcache()\n", + "# Define states\n", + "stateA = paths.CVDefinedVolume(cv, float(\"-inf\"), -0.6).named(\"A\")\n", + "stateB = paths.CVDefinedVolume(cv, 0.6, float(\"inf\")).named(\"B\")\n", + "\n", + "# Build the network\n", + "network = paths.TPSNetwork(stateA, stateB)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Define the moveschemes\n", + "Here we define both the spring shooting and the regular one way shooting scheme" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "spring_scheme=SpringShootingMoveScheme(network=network, \n", + " delta_max=5, \n", + " k_spring=0.5, \n", + " engine=engine,\n", + " initial_guess=None)\n", + "uniform_scheme= paths.OneWayShootingMoveScheme(network, engine=engine)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Initialize the moveschemes" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No missing ensembles.\n", + "No extra ensembles.\n" + ] + } + ], + "source": [ + "trajectory = paths.Trajectory([\n", + " toys.Snapshot(coordinates=np.array([[-.75+k*0.1, 0.0]]),\n", + " velocities=np.array([[0.1, 0.0]]),\n", + " engine=engine)\n", + " for k in range(15)\n", + "])\n", + "\n", + "spring_initial_conditions = spring_scheme.initial_conditions_from_trajectories(trajectory)\n", + "uniform_initial_conditions = uniform_scheme.initial_conditions_from_trajectories(trajectory)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Open the storages and make the simulation objects" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "spring_storage = paths.Storage(\"spring_test2D.nc\", \"w\", template=template)\n", + "uniform_storage = paths.Storage(\"uniform_toy2D.nc\", 'w', template=template)\n", + "spring_simulation = paths.PathSampling(spring_storage, spring_scheme, spring_initial_conditions)\n", + "uniform_simulation = paths.PathSampling(uniform_storage, uniform_scheme, uniform_initial_conditions)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run the simulations" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working on Monte Carlo cycle number 1000\n", + "Running for 1 minute 5 seconds - 0.07 seconds per step\n", + "Estimated time remaining: 0 seconds\n", + "DONE! Completed 1000 Monte Carlo cycles.\n" + ] + } + ], + "source": [ + "simulation_steps = 1000\n", + "spring_simulation.run(simulation_steps)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working on Monte Carlo cycle number 1000\n", + "Running for 54 seconds - 0.05 seconds per step\n", + "Estimated time remaining: 0 seconds\n", + "DONE! Completed 1000 Monte Carlo cycles.\n" + ] + } + ], + "source": [ + "uniform_simulation.run(simulation_steps)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Take a look at the PathThrees" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/svg+xml": [ + "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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sstree = ops_vis.PathTree(\n", + " spring_storage.steps[:],\n", + " ops_vis.ReplicaEvolution(\n", + " replica=0,\n", + " accepted=True\n", + " )\n", + ")\n", + "# Needed to update the colouring.\n", + "sstree.options.movers.update({\n", + " 'BackwardSpringMover': {'name': 'Backward',\n", + " 'suffix': 'b',\n", + " 'css_class': ['shooting']\n", + " },\n", + " 'ForwardSpringMover': {'name': 'Forward',\n", + " 'suffix': 'f',\n", + " 'label_position': 'right',\n", + " 'css_class': ['shooting']\n", + " }\n", + " })\n", + "decorrelated_trajs = [sample.trajectory for sample in sstree.generator.decorrelated]\n", + "SVG(sstree.svg())" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/svg+xml": [ + "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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import openpathsampling.visualize as ops_vis\n", + "utree = ops_vis.PathTree(\n", + " uniform_storage.steps[:],\n", + " ops_vis.ReplicaEvolution(\n", + " replica=0,\n", + " accepted=True\n", + " )\n", + ")\n", + "decorrelated_trajs = [sample.trajectory for sample in utree.generator.decorrelated]\n", + "SVG(utree.svg())\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Print the amount of decorrelated trajectories" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Spring Shooting decorrelated trajectories: 126\n", + "Uniform Shooting decorrelated trajectories: 56\n" + ] + } + ], + "source": [ + "print (\"Spring Shooting decorrelated trajectories:\", len(sstree.generator.decorrelated_trajectories))\n", + "print (\"Uniform Shooting decorrelated trajectories:\", len(utree.generator.decorrelated_trajectories))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Compare the pathlengths" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Spring:\n", + "Maximum: 76 (7.6000000000000005)\n", + "Average: 32.043956\n", + "Uniform:\n", + "Maximum: 74 (7.4)\n", + "Average: 28.853147\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "for storage in [spring_storage, uniform_storage]:\n", + " path_lengths = [len(step.active[0].trajectory) for step in storage.steps[:]]\n", + " if storage is spring_storage:\n", + " name = 'Spring'\n", + " elif storage is uniform_storage:\n", + " name = 'Uniform'\n", + " plt.hist(path_lengths, bins=50, alpha=0.5, label=name);\n", + " \n", + " print(name+':')\n", + " print(\"Maximum:\", max(path_lengths), \"(\"+str(max(path_lengths)*engine.snapshot_timestep)+\")\")\n", + " print(\"Average:\", \"{0:1f}\".format(np.mean(path_lengths)))\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "# Colour function to make pretty pictures!\n", + "def make_rainbow(length):\n", + " color_step = 5.0/(length)\n", + " r,g,b = (1,0,0)\n", + " color_range = 0\n", + " colors = []\n", + " for i in range(length):\n", + " if color_range == 0:\n", + " g += color_step\n", + " if g >= 1.0:\n", + " g = 1.0\n", + " color_range += 1\n", + " elif color_range == 1:\n", + " r -= color_step\n", + " if r <= 0:\n", + " r = 0.0\n", + " color_range +=1\n", + " elif color_range == 2:\n", + " b += color_step\n", + " if b >= 1:\n", + " b = 1.0\n", + " color_range +=1\n", + " elif color_range == 3:\n", + " g -= color_step\n", + " if g <= 0:\n", + " g = 0\n", + " color_range +=1\n", + " elif color_range == 4:\n", + " r += color_step\n", + " if r >= 1:\n", + " r = 1\n", + " color_range +=1\n", + " colors.append((r,g,b))\n", + " return colors" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot the selected shooting points\n", + "\n", + "this plots the selected shooting points on the potential energy surface, coloured based on step number" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "for storage in [spring_storage, uniform_storage]:\n", + " plot = ToyPlot()\n", + " plot.contour_range = np.arange(-1.5, 1.0, 0.1)\n", + " plot.add_pes(pes)\n", + " fig = plot.plot()\n", + " x_shooting_points = []\n", + " y_shooting_points = []\n", + " for step in storage.steps[1:]:\n", + " if step.change.accepted:\n", + " shooting_point = step.change.canonical.details.shooting_snapshot\n", + " x_shooting_points.append(shooting_point.xyz[0][0])\n", + " y_shooting_points.append(shooting_point.xyz[0][1])\n", + "\n", + " colors = make_rainbow(len(x_shooting_points))\n", + " for i in range(len(x_shooting_points)):\n", + " plt.plot(x_shooting_points[i], y_shooting_points[i], 'o', color = colors[i])\n", + " if storage is spring_storage:\n", + " title = 'spring_shooting'\n", + " if storage is uniform_storage:\n", + " title = 'uniform_shooting'\n", + " plt.title(title)\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "spring_storage.sync()\n", + "uniform_storage.sync()\n", + "spring_storage.close()\n", + "uniform_storage.close()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Restarting a simulation needs an extra step \n", + "Because the selector needs to know about its history, you will need to also restart the selector" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working on Monte Carlo cycle number 1001\n", + "Starting simulation...\n", + "Working on first step\n", + "DONE! Completed 1001 Monte Carlo cycles.\n" + ] + } + ], + "source": [ + "#To restart a simulation, an extra step is needed.\n", + "\n", + "#Restart calculation\n", + "load_spring_storage = paths.Storage(\"spring_test2D.nc\",'a')\n", + "test_calc = load_spring_storage.pathsimulators[0]\n", + "test_calc.restart_at_step(load_spring_storage.steps[-1])\n", + "\n", + "#Restart the selector\n", + "test_calc.root_mover[0][0].selector.restart_from_step(load_spring_storage.steps[-1])\n", + "\n", + "#Now the simulation can run correctly\n", + "test_calc.run(1)" + ] + } + ], + "metadata": { + "anaconda-cloud": {}, + "kernelspec": { + "display_name": "Python 3", + "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": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/openpathsampling/pathmovers/__init__.py b/openpathsampling/pathmovers/__init__.py index 6250998a6..147d931b3 100644 --- a/openpathsampling/pathmovers/__init__.py +++ b/openpathsampling/pathmovers/__init__.py @@ -1,2 +1,3 @@ from . import move_strategies from . import move_schemes +from .spring_shooting import SpringShootingMover diff --git a/openpathsampling/pathmovers/move_schemes.py b/openpathsampling/pathmovers/move_schemes.py index e69de29bb..0e8bc2323 100644 --- a/openpathsampling/pathmovers/move_schemes.py +++ b/openpathsampling/pathmovers/move_schemes.py @@ -0,0 +1 @@ +from .spring_shooting import SpringShootingMoveScheme diff --git a/openpathsampling/pathmovers/spring_shooting.py b/openpathsampling/pathmovers/spring_shooting.py new file mode 100644 index 000000000..411c32ee8 --- /dev/null +++ b/openpathsampling/pathmovers/spring_shooting.py @@ -0,0 +1,567 @@ +import openpathsampling as paths +import numpy as np +from openpathsampling.high_level.move_strategy import levels +from openpathsampling.pathmover import SampleNaNError, SampleMaxLengthError +import openpathsampling.high_level.move_strategy as move_strategy +from functools import reduce + + +class SpringShootingSelector(paths.ShootingPointSelector): + """ + Spring shooting point selector, symetric selector to be used in a + spring shooting simulation. It uses a biased potential in the shape of + min(1, e^(-k*i)) for a forward shooting move and min(1, e^(k*i)) for a + backwards shooting move, where i is a frame number in the range + [-delta_max, delta_max] where 0 is the last accepted shooting frame index. + + Parameters + ---------- + delta_max : int + maximum shift in the shooting point index compared to the index of + the last accepted shooting point + k_spring : float + k value to use in the biasing potential + initial_guess : int + Guess for the initial shooting point, if this is None it will default + to len(trajectory)/2 + """ + def __init__(self, delta_max, k_spring, initial_guess=None): + super(SpringShootingSelector, self).__init__() + + # Check if delta max is sane + if delta_max <= 0: + raise ValueError('delta_max should be bigger than 0') + else: + self.delta_max = delta_max + + # Check if k is sane + if k_spring < 0: + raise ValueError('k_spring should not be negative') + else: + self.k_spring = k_spring + + # Initiate the class variable + self.previous_snapshot = initial_guess + self.trial_snapshot = initial_guess + self.previous_trajectory = None + + # Make the bias lists + self._fw_prob_list = self._biases(self.delta_max, -self.k_spring) + self._bw_prob_list = self._biases(self.delta_max, self.k_spring) + self._fw_total_bias = self.sum_bias(self.delta_max, -self.k_spring) + self._bw_total_bias = self.sum_bias(self.delta_max, self.k_spring) + + # Check if the bias potentials are equal + + self._total_bias = self._fw_total_bias + self.check_sanity() + + def check_sanity(self): + """ + Checks the sanity of the selector, making sure that de biases are + symetric and the total sum is sane + """ + + if self._fw_prob_list != self._bw_prob_list[::-1]: + raise RuntimeError("forward and backward biases are not equal") + + if sum(self._fw_prob_list[::-1]) != self._total_bias: + raise RuntimeError("Sum of the biases changed") + + @staticmethod + def _biases(delta_max, k_spring): + """ + Calculates the list of biases depending on delta_max and k_spring + using the formula min(1, e^(k*i)) where i is in range + [-delta_max,delta_max] + + Parameters + ---------- + delta_max : int + The maximum delta from 0 + k_spring : float + The k value to use in the formula e^(k*i) + + Returns + ------- + biases : list + This is a list of biases of length 2*delta_max+1 + """ + return([min([1, np.exp(k_spring*float(i-delta_max))]) + for i in range(2*delta_max+1)]) + + def sum_bias(self, delta_max, k_spring): + """ + Calculates the sum of the biases, given a delta_max and a k_spring. + + Parameters + ---------- + delta_max : int + The maximum delta from 0 + k_spring : int + The k value to use in the formula e^(k*i) + + Returns + ------- + sum_biases : float + The sum of all the biases, summed from small to big + """ + # Sum small to big to prevent float summing errors + if k_spring < 0: + return sum(self._biases(delta_max, k_spring)[::-1]) + else: + return sum(self._biases(delta_max, k_spring)) + + def probability_ratio(self, snapshot, initial_trajectory, trial_trajectory): + """ + Returns the acceptance probability of a trial trajectory, this is 1.0 + as long as a snapshot has been selected that is inside of the trajectory + + Parameters + ---------- + snapshot : :class:`.Snapshot` + The shooting snapshot + initial_trajectory : :class:`.Trajectory` + The initial trajectory from which was shot + trial_trajectory : :class:`.Trajectory` + The generated trial trajectory + + Returns + ------- + float: + 1.0 if anacceptable snapshot has been chosen 0.0 otherwise + """ + # Check if an acceptable snapshot was selected + if self.acceptable_snapshot: + return 1.0 + else: + return 0.0 + + def pick(self, trajectory, direction=None): + """ + Picks a frame index to simulate from + + Parameters + ---------- + trajectory : :class:`.Trajectory` + The trajectory from which a frame has to be picked + direction : string + The direction of the engine mover, either forward or backward + + Returns + ------- + index : int + The index of the selected shooting snapshot in the given trajectory + """ + self.check_sanity() + # Get delta_max + delta_max = self.delta_max + + # Check if last trajectory was accepted and update variable + if trajectory != self.previous_trajectory: + self.previous_snapshot = self.trial_snapshot + + # Check if previous snapshot is present, default to int devision + # otherwise + if self.previous_snapshot is None: + previous_shooting_index = int(len(trajectory)/2) + else: + previous_shooting_index = self.previous_snapshot + + # A negative shooting index is needed to keep track of the right index + # if the backward part of a trajectory changed length + if previous_shooting_index < 0: + previous_shooting_index += len(trajectory) + + # Select the right probability list to use + if direction == 'forward': + prob_list = self._fw_prob_list + elif direction == 'backward': + prob_list = self._bw_prob_list + else: + raise RuntimeError('Pick called without direction') + + # Select the next index from the probability list and shift to range + # from -delta_max to delta_max, 0 being the shooting index of the last + # accepted trajectory + rand = np.random.random() * self._total_bias + dframe = 0 + prob = prob_list[0] + while prob <= rand and dframe < len(prob_list): + dframe += 1 + prob += prob_list[dframe] + + index = previous_shooting_index + (dframe - delta_max) + + # Check if a valid index has been selected + if index < 0 or index >= len(trajectory): + self.acceptable_snapshot = False + index = 1 # Needed to prevent selecting an out of range index + else: + self.acceptable_snapshot = True + + # Keeps track of the right index if the backward part changes length + if direction == "backward": + self.trial_snapshot = index - len(trajectory) + else: + self.trial_snapshot = index + + # Keep track of the current trajectory + self.previous_trajectory = trajectory + return index + + def restart_from_step(self, step): + """ + This restarts the selector, based on the move details of the given step. + + Properties + ---------- + step : :class:`.MCStep` + The Monte Carlo step to restart the simulation from + """ + # Get the details + details = step.change.canonical.details + + # Try to reset class variables + try: + self.previous_trajectory = details.initial_trajectory + self.previous_snapshot = details.last_accepted_shooting_index + self.trial_snapshot = details.shooting_index + if details.direction == 'backward': + self.trial_snapshot -= len(self.previous_trajectory) + except AttributeError: + raise RuntimeError("Tried to restart from a step that was not made\ + by the spring shooting algorithm") + + +class SpringMover(paths.pathmover.EngineMover): + """A shooting sample generator for the spring shooting algorithm + + Properties + ---------- + ensemble : :class:`.Ensemble` + Ensemble to simulate in + selector : :class:`.ShootingPointSelector` + The selector to select the shooting points + engine : :class:`.DynamicsEngine` + The dynamics engine to run the dynamics + """ + + default_engine = None + reject_max_length = True + + def __init__(self, ensemble, selector=None, engine=None): + super(SpringMover, self).__init__( + ensemble=ensemble, + target_ensemble=ensemble, + selector=selector, + engine=engine + ) + + @property + def direction(self): + raise NotImplementedError('SpringMover should have a direction') + + def __call__(self, input_sample): + + # Get the input trajectory and pick a frame + initial_trajectory = input_sample.trajectory + shooting_index = self.selector.pick(initial_trajectory, + direction=self.direction) + # Convert internal counter to a positive number for details + prev_index = self.selector.previous_snapshot + if prev_index is not None and prev_index < 0: + prev_index += len(initial_trajectory) + + # Reject imposible snapshots before running any dynamics + if not self.selector.acceptable_snapshot: + trial_trajectory = initial_trajectory + trial, details = self._build_sample(input_sample, + shooting_index, + trial_trajectory, + 'invalid_index') + trials = [trial] + details.update({'rejection_reason': 'invalid_index', + 'shooting_index': shooting_index, + 'last_accepted_shooting_index': prev_index, + 'direction': self.direction + }) + return trials, details + + # Run dynamics and catch the engine errors + try: + trial_trajectory, run_details = self._run(initial_trajectory, + shooting_index) + + except paths.engines.EngineNaNError as err: + trial, details = self._build_sample( + input_sample, shooting_index, err.last_trajectory, 'nan') + + raise SampleNaNError('Sample with NaN', trial, details) + + except paths.engines.EngineMaxLengthError as err: + trial, details = self._build_sample( + input_sample, shooting_index, err.last_trajectory, 'max_length') + + if self.reject_max_length: + raise SampleMaxLengthError('Sample with MaxLength', + trial, details) + + # Make the sample + else: + trial, details = self._build_sample( + input_sample, shooting_index, trial_trajectory) + + # Make a list of trials and update the details. + trials = [trial] + details.update(run_details) + details.update({'shooting_index': shooting_index, + 'last_accepted_shooting_index': prev_index, + 'direction': self.direction + }) + + return trials, details + + +class ForwardSpringMover(SpringMover): + """A forward shooting sample generator for the spring shooting algorithm + + Properties + ---------- + ensemble : :class:`.Ensemble` + Ensemble to simulate in + selector : :class:`.ShootingPointSelector` + The selector to select the shooting points + engine : :class:`.DynamicsEngine` + The dynamics engine to run the dynamics + """ + + default_engine = None + reject_max_length = True + + def __init__(self, ensemble, engine=None, selector=None): + super(ForwardSpringMover, self).__init__( + ensemble=ensemble, + selector=selector, + engine=engine + ) + + @property + def direction(self): + return 'forward' + + +class BackwardSpringMover(SpringMover): + """A backward shooting sample generator for the spring shooting algorithm + + Properties + ---------- + ensemble : :class:`.Ensemble` + Ensemble to simulate in + selector : :class:`.ShootingPointSelector` + The selector to select the shooting points + engine : :class:`.DynamicsEngine` + The dynamics engine to run the dynamics + """ + + default_engine = None + reject_max_length = True + + def __init__(self, ensemble, engine=None, selector=None): + super(BackwardSpringMover, self).__init__( + ensemble=ensemble, + selector=selector, + engine=engine + ) + + @property + def direction(self): + return 'backward' + + +class SpringShootingMover(paths.pathmover.RandomChoiceMover): + """ + A Sample mover implementing the spring shooting algorithm + + Parameters + ---------- + ensemble : :class:`.Ensemble` + The simulation ensemble + delta_max : int + maximum shift in the shooting point index compared to the index of + the last accepted shooting point + k_spring : float + k value to use in the biasing potential + engine : :class:`.DynamicsEngine` + The dynamics engine to run the dynamics + initial_guess : int + Guess for the initial shooting point, if this is None it will default + to len(trajectory)/2 + """ + + def __init__(self, ensemble, delta_max, k_spring, engine=None, + initial_guess=None): + # Initialize the selector beforehand, so that both movers use the same + # instance of the selector and it can correctly keep track of the + # previous selected shots, independent of the mover used + selector = SpringShootingSelector(delta_max=delta_max, + k_spring=k_spring, + initial_guess=initial_guess) + + movers = [ + ForwardSpringMover( + ensemble=ensemble, + engine=engine, + selector=selector + ), + BackwardSpringMover( + ensemble=ensemble, + engine=engine, + selector=selector + ) + ] + super(SpringShootingMover, self).__init__( + movers=movers + ) + + @classmethod + def from_dict(cls, dct): + mover = cls.__new__(cls) + + # override with stored movers and use the init of the super class + # this assumes that the super class has movers as its signature + super(cls, mover).__init__( + movers=dct['movers'] + ) + return mover + + @property + def ensemble(self): + return self.movers[0].ensemble + + @property + def selector(self): + return self.movers[0].selector + + +class SpringShootingStrategy(move_strategy.SingleEnsembleMoveStrategy): + + """ + Strategy for SpringShooting. Using the spring shooting point selector. + Parameters + ---------- + selector : :class:`.ShootingPointSelector` + method used to select shooting point, defaults to SpringShootingSelector + ensembles : list of :class:`.Ensemble` + ensembles for which this strategy applies; None gives default + behavior + engine : :class:`.DynamicsEngine` + engine for the dynamics + group : str + mover group name, default "shooting" + replace : bool + whether to replace existing movers in the group; default True + """ + _level = levels.MOVER + + def __init__(self, delta_max, k_spring, initial_guess=None, + selector=SpringShootingSelector, ensembles=None, engine=None, + group="shooting", replace=True): + super(SpringShootingStrategy, self).__init__( + ensembles=ensembles, group=group, replace=replace + ) + self.selector = selector + self.engine = engine + self.delta_max = delta_max + self.k_spring = k_spring + self.initial_guess = initial_guess + + def make_mover_set(self, selector_set, interface_set, engine=None): + if not isinstance(selector_set, list): + selector_set = [selector_set] * len(interface_set) + + mover_set = [] + for (_, iface) in zip(selector_set, interface_set): + mover = SpringShootingMover( + ensemble=iface, + delta_max=self.delta_max, + k_spring=self.k_spring, + initial_guess=self.initial_guess, + engine=engine + ) + mover.named("SpringShootingMover " + str(iface.name)) + mover_set.append(mover) + + return mover_set + + def make_movers(self, scheme): + ensemble_list = self.get_init_ensembles(scheme) + ensembles = reduce(list.__add__, map(lambda x: list(x), ensemble_list)) + shooters = self.make_mover_set(self.selector, ensembles, self.engine) + return shooters + + +class SpringShootingMoveScheme(paths.high_level.move_scheme.MoveScheme): + """ + A move scheme implementing the spring shooting algorithm for one way TPS + + Parameters + ---------- + network : :class:`.TransitionNetworks` + ensemble : :class:`.Ensemble` + The simulation ensemble + delta_max : int + maximum shift in the shooting point index compared to the index of + the last accepted shooting point + k_spring : float + k value to use in the biasing potential + initial_guess : int + Guess for the initial shooting point, if this is None it will default + to len(trajectory)/2 + ensembles : list of :class:`.Ensemble` + ensembles for which this move scheme applies. None gives default + behaviour. + engine : :class:`.DynamicsEngine` + The dynamics engine to run the dynamics + """ + def __init__(self, network, delta_max, k_spring, initial_guess=None, + ensembles=None, engine=None): + self.delta_max = delta_max + self.k_spring = k_spring + self.initial_guess = initial_guess + super(SpringShootingMoveScheme, self).__init__(network) + self.append(SpringShootingStrategy(ensembles=ensembles, + delta_max=delta_max, + k_spring=k_spring, + initial_guess=initial_guess, + engine=engine)) + self.append(move_strategy.OrganizeByMoveGroupStrategy()) + + def to_dict(self): + ret_dict = { + 'movers': self.movers, + 'network': self.network, + 'choice_probability': self.choice_probability, + 'real_choice_probability': self.real_choice_probability, + 'balance_partners': self.balance_partners, + 'root_mover': self.root_mover, + 'delta_max': self.delta_max, + 'k_spring': self.k_spring, + 'initial_guess': self.initial_guess + } + return ret_dict + + @classmethod + def from_dict(cls, dct): + scheme = cls.__new__(cls) + # noinspection PyArgumentList + scheme.__init__(network=dct['network'], + delta_max=dct['delta_max'], + k_spring=dct['k_spring'], + initial_guess=dct['initial_guess']) + scheme.movers = dct['movers'] + scheme.choice_probability = dct['choice_probability'] + scheme._real_choice_probability = dct['real_choice_probability'] + scheme.balance_partners = dct['balance_partners'] + scheme.root_mover = dct['root_mover'] + return scheme diff --git a/openpathsampling/tests/test_spring_shooting.py b/openpathsampling/tests/test_spring_shooting.py new file mode 100644 index 000000000..01945a26e --- /dev/null +++ b/openpathsampling/tests/test_spring_shooting.py @@ -0,0 +1,346 @@ +from nose.tools import (assert_equal, assert_false, raises, assert_is, + assert_is_instance) +import openpathsampling as paths +from openpathsampling import MoveChange, MoveDetails +from openpathsampling.high_level.move_scheme import MoveScheme +from openpathsampling.engines import NoEngine +from openpathsampling.tests.test_movestrategy import MoveStrategyTestSetup +from openpathsampling.pathmover import SampleNaNError, SampleMaxLengthError +from openpathsampling.tests.test_helpers import (make_1d_traj, + assert_items_equal, + CalvinistDynamics) + +from openpathsampling.pathmovers.spring_shooting import (SpringShootingSelector, SpringMover, + ForwardSpringMover, BackwardSpringMover, + SpringShootingMover, SpringShootingStrategy, + SpringShootingMoveScheme) + + +class FakeStep(object): + def __init__(self, details): + self.change = MoveChange(details=details) + + +class NaNEngine(NoEngine): + def __init__(self, descriptor): + super(NaNEngine, self).__init__(descriptor=descriptor) + + @staticmethod + def is_valid_snapshot(snapshot): + return False + + +class SelectorTest(object): + def setup(self): + self.mytraj = make_1d_traj(coordinates=[-0.5, 0.1, 0.2, 0.3, 0.5], + velocities=[1.0, 1.0, 1.0, 1.0, 1.0]) + self.dyn = CalvinistDynamics([-0.5, -0.4, -0.3, -0.2, -0.1, + 0.1, 0.2, 0.3, 0.4, 0.5]) + self.dyn.initialized = True + self.ens = paths.LengthEnsemble(5) + self.ges = paths.SampleSet(paths.Sample( + replica=0, trajectory=self.mytraj, ensemble=self.ens + )) + + +class TestSpringShootingSelector(SelectorTest): + + @staticmethod + @raises(ValueError) + def test_neg_delta(): + SpringShootingSelector(delta_max=-1, + k_spring=0.1) + + @staticmethod + @raises(ValueError) + def test_0_delta(): + SpringShootingSelector(delta_max=0, + k_spring=0.1) + + @staticmethod + def test_pos_delta(): + delta_max = 1 + sel = SpringShootingSelector(delta_max=delta_max, + k_spring=0.1) + assert_equal(sel.delta_max, delta_max) + assert_equal(len(sel._fw_prob_list), 2*delta_max+1) + assert_equal(len(sel._bw_prob_list), 2*delta_max+1) + + @staticmethod + @raises(ValueError) + def test_neg_k(): + SpringShootingSelector(delta_max=1, + k_spring=-1) + + @staticmethod + def test_0_k(): + sel = SpringShootingSelector(delta_max=1, + k_spring=0) + ref_list = [1.0, 1.0, 1.0] + assert_equal(sel.k_spring, 0) + assert_equal(sel._fw_prob_list, ref_list) + assert_equal(sel._bw_prob_list, ref_list) + + @staticmethod + def test_pos_k(): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + assert_equal(sel.k_spring, 1) + + @staticmethod + @raises(RuntimeError) + def test_sanity_breaking_fw(): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + sel._fw_prob_list = [0, 0, 0] + sel.check_sanity() + + @staticmethod + @raises(RuntimeError) + def test_sanity_breaking_bw(): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + sel._bw_prob_list = [0, 0, 0] + sel.check_sanity() + + @staticmethod + @raises(RuntimeError) + def test_sanity_breaking_total(): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + sel._total_bias = sum([0, 0, 0]) + sel.check_sanity() + + @staticmethod + def test_probability_ratio(): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + sel.acceptable_snapshot = True + ratio = sel.probability_ratio(None, None, None) + assert_equal(ratio, 1.0) + sel.acceptable_snapshot = False + ratio = sel.probability_ratio(None, None, None) + assert_equal(ratio, 0.0) + + @raises(RuntimeError) + def test_sanity_breaking_fw_pick(self): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + sel._fw_prob_list = [0, 0, 0] + sel.pick(trajectory=self.mytraj, direction='forward') + + @raises(RuntimeError) + def test_sanity_breaking_bw_pick(self): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + sel._bw_prob_list = [0, 0, 0] + sel.pick(trajectory=self.mytraj, direction='forward') + + @raises(RuntimeError) + def test_sanity_breaking_total_pick(self): + sel = SpringShootingSelector(delta_max=1, + k_spring=1) + sel._total_bias = sum([0, 0, 0]) + sel.pick(trajectory=self.mytraj, direction='forward') + + @staticmethod + def test_initial_guess(): + sel = SpringShootingSelector(delta_max=1, k_spring=1, initial_guess=12) + assert_equal(sel.trial_snapshot, 12) + assert_equal(sel.previous_snapshot, 12) + + @raises(RuntimeError) + def test_pick_direction(self): + sel = SpringShootingSelector(delta_max=1, k_spring=1) + sel.pick(trajectory=self.mytraj) + + def test_impossible_pick(self): + sel = SpringShootingSelector(delta_max=1, k_spring=1, initial_guess=12) + sel.pick(trajectory=self.mytraj, direction='forward') + assert_false(sel.acceptable_snapshot) + + @property + def default_selector(self): + sel = SpringShootingSelector(delta_max=1, k_spring=0, initial_guess=3) + sel._fw_prob_list = [1.0, 0.0, 0.0] + sel._bw_prob_list = [0.0, 0.0, 1.0] + sel._total_bias = 1.0 + return sel + + def test_forward_pick(self): + sel = self.default_selector + pick = sel.pick(trajectory=self.mytraj, direction='forward') + assert_equal(pick, 2) + assert_equal(sel.trial_snapshot, 2) + assert_equal(sel.previous_snapshot, 3) + + def test_backward_pick(self): + sel = self.default_selector + pick = sel.pick(trajectory=self.mytraj, direction='backward') + assert_equal(pick, 4) + assert_equal(sel.trial_snapshot, -1) + assert_equal(sel.previous_snapshot, 3) + + @staticmethod + @raises(RuntimeError) + def test_failed_loading(): + sel = SpringShootingSelector(delta_max=1, k_spring=0, initial_guess=3) + details = MoveDetails(foo='bar') + step = FakeStep(details) + sel.restart_from_step(step) + + @staticmethod + def test_correct_loading(): + sel = SpringShootingSelector(delta_max=1, k_spring=0, initial_guess=3) + details = MoveDetails(initial_trajectory='foo', + last_accepted_shooting_index='bar', + shooting_index=13, + direction='forward') + step = FakeStep(details) + sel.restart_from_step(step) + assert_equal(sel.previous_trajectory, 'foo') + assert_equal(sel.previous_snapshot, 'bar') + assert_equal(sel.trial_snapshot, 13) + details.direction = 'backward' + step = FakeStep(details) + sel.restart_from_step(step) + assert_equal(sel.trial_snapshot, 10) + + +class MoverTest(SelectorTest): + def setup(self): + super(MoverTest, self).setup() + sel = SpringShootingSelector(delta_max=1, k_spring=0) + sel._fw_prob_list = [1.0, 0.0, 0.0] + sel._bw_prob_list = [0.0, 0.0, 1.0] + sel._total_bias = 1.0 + self.sel = sel + self.samp = self.ges.samples[0] + + +class TestSpringMover(MoverTest): + + @raises(NotImplementedError) + def test_directionless_call(self): + mover = SpringMover(ensemble=self.ens, selector=self.sel, + engine=self.dyn) + mover(self.samp) + + def test_stop_before_dynamics(self): + sel = self.sel + sel.trial_snapshot = -13 + mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, + engine=None) + _, details = mover(self.samp) + assert_equal(details['rejection_reason'], 'invalid_index') + assert_equal(details['last_accepted_shooting_index'], -8) + + @raises(SampleNaNError) + def test_engine_nan_error(self): + dyn = NaNEngine(None) + mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, + engine=dyn) + _ = mover(self.samp) + + @raises(SampleMaxLengthError) + def test_engine_max_length_error(self): + self.dyn.options['n_frames_max'] = 1 + mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, + engine=self.dyn) + _ = mover(self.samp) + + def test_forward_mover(self): + mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, + engine=self.dyn) + trials, details = mover(self.samp) + traj = trials[0].trajectory + assert_items_equal([-0.5, 0.1, 0.2, 0.3, 0.4], + [s.coordinates[0][0] for s in traj]) + assert_equal(details['shooting_index'], 1) + assert_equal(details['last_accepted_shooting_index'], None) + assert_equal(details['direction'], 'forward') + + def test_backward_mover(self): + mover = BackwardSpringMover(ensemble=self.ens, selector=self.sel, + engine=self.dyn) + trials, details = mover(self.samp) + traj = trials[0].trajectory + assert_items_equal([-0.1, 0.1, 0.2, 0.3, 0.5], + [s.coordinates[0][0] for s in traj]) + assert_equal(details['shooting_index'], 3) + assert_equal(details['last_accepted_shooting_index'], None) + assert_equal(details['direction'], 'backward') + + +class TestSpringShootingMover(MoverTest): + def test_correct_init(self): + mover = SpringShootingMover(ensemble=self.ens, delta_max=1, + k_spring=0.0, engine=self.dyn, + initial_guess=3) + assert_equal(len(mover.movers), 2) + + assert_is(mover.movers[0].selector, mover.movers[1].selector) + assert_equal(mover.selector.delta_max, 1) + assert_equal(mover.selector.k_spring, 0.0) + assert_equal(mover.selector.trial_snapshot, 3) + assert_is(mover.ensemble, self.ens) + + def test_from_dict(self): + dct = {} + bwmover = BackwardSpringMover(ensemble=self.ens, selector=self.sel, + engine=self.dyn) + fwmover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, + engine=self.dyn) + dct['movers'] = [fwmover, bwmover] + mover = SpringShootingMover.from_dict(dct) + assert_is_instance(mover, SpringShootingMover) + assert_equal(len(mover.movers), 2) + assert_is_instance(mover.movers[0], SpringMover) + assert_is_instance(mover.movers[1], SpringMover) + + +class TestSpringShootingStrategy(MoveStrategyTestSetup): + @staticmethod + def test_init(): + strategy = SpringShootingStrategy(delta_max=1, k_spring=0.0, + initial_guess=3) + assert_equal(strategy.delta_max, 1) + assert_equal(strategy.k_spring, 0.0) + assert_equal(strategy.initial_guess, 3) + + def test_make_movers(self): + strategy = SpringShootingStrategy(delta_max=1, k_spring=0.0, + initial_guess=3) + scheme = MoveScheme(self.network) + shooters = strategy.make_movers(scheme) + for shooter in shooters: + assert_is_instance(shooter, SpringShootingMover) + sel = shooter.selector + assert_equal(sel.delta_max, 1) + assert_equal(sel.k_spring, 0.0) + assert_equal(sel.trial_snapshot, 3) + + +class TestSpringShootingMoveScheme(MoveStrategyTestSetup): + def test_init(self): + scheme = SpringShootingMoveScheme(network=self.network, + delta_max=1, + k_spring=0.0, + initial_guess=3) + assert_equal(scheme.delta_max, 1) + assert_equal(scheme.k_spring, 0.0) + assert_equal(scheme.initial_guess, 3) + for mover in scheme.movers: + assert_is_instance(mover, SpringShootingMover) + + def test_dict_cycle(self): + scheme = SpringShootingMoveScheme(network=self.network, + delta_max=1, + k_spring=0.0, + initial_guess=3) + dct = scheme.to_dict() + scheme2 = SpringShootingMoveScheme.from_dict(dct) + assert_items_equal(scheme2.movers, scheme.movers) + assert_equal(scheme2.delta_max, 1) + assert_equal(scheme2.k_spring, 0.0) + assert_equal(scheme2.initial_guess, 3) From b980ff83519836963119ae3c81ac37014f8f30ce Mon Sep 17 00:00:00 2001 From: sroet Date: Mon, 12 Aug 2019 17:35:16 +0200 Subject: [PATCH 2/2] update tests style and remove nosetest dependency --- .../tests/test_spring_shooting.py | 196 +++++++++--------- 1 file changed, 99 insertions(+), 97 deletions(-) diff --git a/openpathsampling/tests/test_spring_shooting.py b/openpathsampling/tests/test_spring_shooting.py index 01945a26e..9a9844eba 100644 --- a/openpathsampling/tests/test_spring_shooting.py +++ b/openpathsampling/tests/test_spring_shooting.py @@ -1,7 +1,6 @@ -from nose.tools import (assert_equal, assert_false, raises, assert_is, - assert_is_instance) +import pytest import openpathsampling as paths -from openpathsampling import MoveChange, MoveDetails +from openpathsampling import MoveChange, Details from openpathsampling.high_level.move_scheme import MoveScheme from openpathsampling.engines import NoEngine from openpathsampling.tests.test_movestrategy import MoveStrategyTestSetup @@ -10,10 +9,11 @@ assert_items_equal, CalvinistDynamics) -from openpathsampling.pathmovers.spring_shooting import (SpringShootingSelector, SpringMover, - ForwardSpringMover, BackwardSpringMover, - SpringShootingMover, SpringShootingStrategy, - SpringShootingMoveScheme) +from openpathsampling.pathmovers.spring_shooting import ( + SpringShootingSelector, SpringMover, + ForwardSpringMover, BackwardSpringMover, + SpringShootingMover, SpringShootingStrategy, + SpringShootingMoveScheme) class FakeStep(object): @@ -46,70 +46,71 @@ def setup(self): class TestSpringShootingSelector(SelectorTest): @staticmethod - @raises(ValueError) def test_neg_delta(): - SpringShootingSelector(delta_max=-1, - k_spring=0.1) + with pytest.raises(ValueError): + SpringShootingSelector(delta_max=-1, + k_spring=0.1) @staticmethod - @raises(ValueError) def test_0_delta(): - SpringShootingSelector(delta_max=0, - k_spring=0.1) + with pytest.raises(ValueError): + SpringShootingSelector(delta_max=0, + k_spring=0.1) @staticmethod def test_pos_delta(): delta_max = 1 sel = SpringShootingSelector(delta_max=delta_max, k_spring=0.1) - assert_equal(sel.delta_max, delta_max) - assert_equal(len(sel._fw_prob_list), 2*delta_max+1) - assert_equal(len(sel._bw_prob_list), 2*delta_max+1) + assert sel.delta_max == delta_max + assert len(sel._fw_prob_list) == 2*delta_max+1 + assert len(sel._bw_prob_list) == 2*delta_max+1 @staticmethod - @raises(ValueError) def test_neg_k(): - SpringShootingSelector(delta_max=1, - k_spring=-1) + with pytest.raises(ValueError): + SpringShootingSelector(delta_max=1, + k_spring=-1) @staticmethod def test_0_k(): sel = SpringShootingSelector(delta_max=1, k_spring=0) ref_list = [1.0, 1.0, 1.0] - assert_equal(sel.k_spring, 0) - assert_equal(sel._fw_prob_list, ref_list) - assert_equal(sel._bw_prob_list, ref_list) + assert sel.k_spring == 0 + assert sel._fw_prob_list == ref_list + assert sel._bw_prob_list == ref_list @staticmethod def test_pos_k(): sel = SpringShootingSelector(delta_max=1, k_spring=1) - assert_equal(sel.k_spring, 1) + assert sel.k_spring == 1 @staticmethod - @raises(RuntimeError) def test_sanity_breaking_fw(): sel = SpringShootingSelector(delta_max=1, k_spring=1) sel._fw_prob_list = [0, 0, 0] - sel.check_sanity() + with pytest.raises(RuntimeError): + sel.check_sanity() @staticmethod - @raises(RuntimeError) def test_sanity_breaking_bw(): sel = SpringShootingSelector(delta_max=1, k_spring=1) sel._bw_prob_list = [0, 0, 0] - sel.check_sanity() + + with pytest.raises(RuntimeError): + sel.check_sanity() @staticmethod - @raises(RuntimeError) def test_sanity_breaking_total(): sel = SpringShootingSelector(delta_max=1, k_spring=1) sel._total_bias = sum([0, 0, 0]) - sel.check_sanity() + with pytest.raises(RuntimeError): + sel.check_sanity() @staticmethod def test_probability_ratio(): @@ -117,47 +118,47 @@ def test_probability_ratio(): k_spring=1) sel.acceptable_snapshot = True ratio = sel.probability_ratio(None, None, None) - assert_equal(ratio, 1.0) + assert ratio == 1.0 sel.acceptable_snapshot = False ratio = sel.probability_ratio(None, None, None) - assert_equal(ratio, 0.0) + assert ratio == 0.0 - @raises(RuntimeError) def test_sanity_breaking_fw_pick(self): sel = SpringShootingSelector(delta_max=1, k_spring=1) sel._fw_prob_list = [0, 0, 0] - sel.pick(trajectory=self.mytraj, direction='forward') + with pytest.raises(RuntimeError): + sel.pick(trajectory=self.mytraj, direction='forward') - @raises(RuntimeError) def test_sanity_breaking_bw_pick(self): sel = SpringShootingSelector(delta_max=1, k_spring=1) sel._bw_prob_list = [0, 0, 0] - sel.pick(trajectory=self.mytraj, direction='forward') + with pytest.raises(RuntimeError): + sel.pick(trajectory=self.mytraj, direction='forward') - @raises(RuntimeError) def test_sanity_breaking_total_pick(self): sel = SpringShootingSelector(delta_max=1, k_spring=1) sel._total_bias = sum([0, 0, 0]) - sel.pick(trajectory=self.mytraj, direction='forward') + with pytest.raises(RuntimeError): + sel.pick(trajectory=self.mytraj, direction='forward') @staticmethod def test_initial_guess(): sel = SpringShootingSelector(delta_max=1, k_spring=1, initial_guess=12) - assert_equal(sel.trial_snapshot, 12) - assert_equal(sel.previous_snapshot, 12) + assert sel.trial_snapshot == 12 + assert sel.previous_snapshot == 12 - @raises(RuntimeError) def test_pick_direction(self): sel = SpringShootingSelector(delta_max=1, k_spring=1) - sel.pick(trajectory=self.mytraj) + with pytest.raises(RuntimeError): + sel.pick(trajectory=self.mytraj) def test_impossible_pick(self): sel = SpringShootingSelector(delta_max=1, k_spring=1, initial_guess=12) sel.pick(trajectory=self.mytraj, direction='forward') - assert_false(sel.acceptable_snapshot) + assert sel.acceptable_snapshot is False @property def default_selector(self): @@ -170,41 +171,41 @@ def default_selector(self): def test_forward_pick(self): sel = self.default_selector pick = sel.pick(trajectory=self.mytraj, direction='forward') - assert_equal(pick, 2) - assert_equal(sel.trial_snapshot, 2) - assert_equal(sel.previous_snapshot, 3) + assert pick == 2 + assert sel.trial_snapshot == 2 + assert sel.previous_snapshot == 3 def test_backward_pick(self): sel = self.default_selector pick = sel.pick(trajectory=self.mytraj, direction='backward') - assert_equal(pick, 4) - assert_equal(sel.trial_snapshot, -1) - assert_equal(sel.previous_snapshot, 3) + assert pick == 4 + assert sel.trial_snapshot == -1 + assert sel.previous_snapshot == 3 @staticmethod - @raises(RuntimeError) def test_failed_loading(): sel = SpringShootingSelector(delta_max=1, k_spring=0, initial_guess=3) - details = MoveDetails(foo='bar') + details = Details(foo='bar') step = FakeStep(details) - sel.restart_from_step(step) + with pytest.raises(RuntimeError): + sel.restart_from_step(step) @staticmethod def test_correct_loading(): sel = SpringShootingSelector(delta_max=1, k_spring=0, initial_guess=3) - details = MoveDetails(initial_trajectory='foo', - last_accepted_shooting_index='bar', - shooting_index=13, - direction='forward') + details = Details(initial_trajectory='foo', + last_accepted_shooting_index='bar', + shooting_index=13, + direction='forward') step = FakeStep(details) sel.restart_from_step(step) - assert_equal(sel.previous_trajectory, 'foo') - assert_equal(sel.previous_snapshot, 'bar') - assert_equal(sel.trial_snapshot, 13) + assert sel.previous_trajectory == 'foo' + assert sel.previous_snapshot == 'bar' + assert sel.trial_snapshot == 13 details.direction = 'backward' step = FakeStep(details) sel.restart_from_step(step) - assert_equal(sel.trial_snapshot, 10) + assert sel.trial_snapshot == 10 class MoverTest(SelectorTest): @@ -220,11 +221,12 @@ def setup(self): class TestSpringMover(MoverTest): - @raises(NotImplementedError) def test_directionless_call(self): mover = SpringMover(ensemble=self.ens, selector=self.sel, engine=self.dyn) - mover(self.samp) + + with pytest.raises(NotImplementedError): + mover(self.samp) def test_stop_before_dynamics(self): sel = self.sel @@ -232,22 +234,22 @@ def test_stop_before_dynamics(self): mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, engine=None) _, details = mover(self.samp) - assert_equal(details['rejection_reason'], 'invalid_index') - assert_equal(details['last_accepted_shooting_index'], -8) + assert details['rejection_reason'] == 'invalid_index' + assert details['last_accepted_shooting_index'] == -8 - @raises(SampleNaNError) def test_engine_nan_error(self): dyn = NaNEngine(None) mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, engine=dyn) - _ = mover(self.samp) + with pytest.raises(SampleNaNError): + _ = mover(self.samp) - @raises(SampleMaxLengthError) def test_engine_max_length_error(self): self.dyn.options['n_frames_max'] = 1 mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, engine=self.dyn) - _ = mover(self.samp) + with pytest.raises(SampleMaxLengthError): + _ = mover(self.samp) def test_forward_mover(self): mover = ForwardSpringMover(ensemble=self.ens, selector=self.sel, @@ -256,9 +258,9 @@ def test_forward_mover(self): traj = trials[0].trajectory assert_items_equal([-0.5, 0.1, 0.2, 0.3, 0.4], [s.coordinates[0][0] for s in traj]) - assert_equal(details['shooting_index'], 1) - assert_equal(details['last_accepted_shooting_index'], None) - assert_equal(details['direction'], 'forward') + assert details['shooting_index'] == 1 + assert details['last_accepted_shooting_index'] is None + assert details['direction'] == 'forward' def test_backward_mover(self): mover = BackwardSpringMover(ensemble=self.ens, selector=self.sel, @@ -267,9 +269,9 @@ def test_backward_mover(self): traj = trials[0].trajectory assert_items_equal([-0.1, 0.1, 0.2, 0.3, 0.5], [s.coordinates[0][0] for s in traj]) - assert_equal(details['shooting_index'], 3) - assert_equal(details['last_accepted_shooting_index'], None) - assert_equal(details['direction'], 'backward') + assert details['shooting_index'] == 3 + assert details['last_accepted_shooting_index'] is None + assert details['direction'] == 'backward' class TestSpringShootingMover(MoverTest): @@ -277,13 +279,13 @@ def test_correct_init(self): mover = SpringShootingMover(ensemble=self.ens, delta_max=1, k_spring=0.0, engine=self.dyn, initial_guess=3) - assert_equal(len(mover.movers), 2) + assert len(mover.movers) == 2 - assert_is(mover.movers[0].selector, mover.movers[1].selector) - assert_equal(mover.selector.delta_max, 1) - assert_equal(mover.selector.k_spring, 0.0) - assert_equal(mover.selector.trial_snapshot, 3) - assert_is(mover.ensemble, self.ens) + assert mover.movers[0].selector is mover.movers[1].selector + assert mover.selector.delta_max == 1 + assert mover.selector.k_spring == 0.0 + assert mover.selector.trial_snapshot == 3 + assert mover.ensemble is self.ens def test_from_dict(self): dct = {} @@ -293,10 +295,10 @@ def test_from_dict(self): engine=self.dyn) dct['movers'] = [fwmover, bwmover] mover = SpringShootingMover.from_dict(dct) - assert_is_instance(mover, SpringShootingMover) - assert_equal(len(mover.movers), 2) - assert_is_instance(mover.movers[0], SpringMover) - assert_is_instance(mover.movers[1], SpringMover) + assert isinstance(mover, SpringShootingMover) + assert len(mover.movers) == 2 + assert isinstance(mover.movers[0], SpringMover) + assert isinstance(mover.movers[1], SpringMover) class TestSpringShootingStrategy(MoveStrategyTestSetup): @@ -304,9 +306,9 @@ class TestSpringShootingStrategy(MoveStrategyTestSetup): def test_init(): strategy = SpringShootingStrategy(delta_max=1, k_spring=0.0, initial_guess=3) - assert_equal(strategy.delta_max, 1) - assert_equal(strategy.k_spring, 0.0) - assert_equal(strategy.initial_guess, 3) + assert strategy.delta_max == 1 + assert strategy.k_spring == 0.0 + assert strategy.initial_guess == 3 def test_make_movers(self): strategy = SpringShootingStrategy(delta_max=1, k_spring=0.0, @@ -314,11 +316,11 @@ def test_make_movers(self): scheme = MoveScheme(self.network) shooters = strategy.make_movers(scheme) for shooter in shooters: - assert_is_instance(shooter, SpringShootingMover) + assert isinstance(shooter, SpringShootingMover) sel = shooter.selector - assert_equal(sel.delta_max, 1) - assert_equal(sel.k_spring, 0.0) - assert_equal(sel.trial_snapshot, 3) + assert sel.delta_max == 1 + assert sel.k_spring == 0.0 + assert sel.trial_snapshot == 3 class TestSpringShootingMoveScheme(MoveStrategyTestSetup): @@ -327,11 +329,11 @@ def test_init(self): delta_max=1, k_spring=0.0, initial_guess=3) - assert_equal(scheme.delta_max, 1) - assert_equal(scheme.k_spring, 0.0) - assert_equal(scheme.initial_guess, 3) + assert scheme.delta_max == 1 + assert scheme.k_spring == 0.0 + assert scheme.initial_guess == 3 for mover in scheme.movers: - assert_is_instance(mover, SpringShootingMover) + assert isinstance(mover, SpringShootingMover) def test_dict_cycle(self): scheme = SpringShootingMoveScheme(network=self.network, @@ -341,6 +343,6 @@ def test_dict_cycle(self): dct = scheme.to_dict() scheme2 = SpringShootingMoveScheme.from_dict(dct) assert_items_equal(scheme2.movers, scheme.movers) - assert_equal(scheme2.delta_max, 1) - assert_equal(scheme2.k_spring, 0.0) - assert_equal(scheme2.initial_guess, 3) + assert scheme2.delta_max == 1 + assert scheme2.k_spring == 0.0 + assert scheme2.initial_guess == 3