def plot_cdf(resultset, desc, filename, plotdir):
"""Plot a CDF with characteristics described in the plot descriptor
out of the data contained in the resultset and save the plot in given
directory.
Parameters
----------
rs : ResultSet
Result set
desc : dict
The plot descriptor (more info below)
filename : str
The name used to save the file. The file format is determined by the
extension of the file. For example, if this filename is 'foo.pdf', the
file will be saved in pdf format.
plotdir : str
The directory in which the plot will be saved.
Notes
-----
The plot descriptor is a dictionary with a set of values that describe how
to make the plot.
The dictionary can contain the following keys:
* title : str, optional.
The title of the graph
* xlabel : str, optional
The x label
* ylabel : str, optional
The y label. The default value is 'Cumulative probability'
* confidence : float, optional
The confidence used to plot error bars. Default value is 0.95
* metric : list
A list of values representing the metric to plot. These values are the
path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. The metric must be a CDF.
Example values could be ['LATENCY', 'CDF'].
* filter : dict, optional
A dictionary of values to filter in the resultset.
Example: {'network_cache': 0.004, 'topology_name': 'GEANT'}
If not specified or None, no filtering is executed on the results
and possibly heterogeneous results may be plotted together
* ymetrics : list of tuples
List of metrics to be shown on the graph. The i-th metric of the list
is the metric that the i-th line on the graph will represent. If
all lines are for the same metric, then all elements of the list are
equal.
Each single metric (i.e. each element of the list) is a tuple modeling
the path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. Example values could be ('CACHE_HIT_RATIO', 'MEAN'),
('LINK_LOAD', 'MEAN_INTERNAL') or ('LATENCY', 'MEAN').
For example, if in a graph of N lines all lines of the graph show mean
latency, then ymetrics = [('LATENCY', 'MEAN')]*5.
* ycondnames : list of tuples, optional
List of condition names specific to each line of the graph. Different
from the conditions expressed in the filter parameter, which are
global, these conditions are specific to one bar. Ech condition name,
different from the filter parameter is a path to a condition to be
checked, e.g. ('topology', 'name'). Values to be matched for this
conditions are specified in ycondvals. This list must be as long as
the number of lines to plot. If not specified, all lines are filtered
by the conditions of filter parameter only, but in this case all
ymetrics should be different.
* ycondvals : list of tuples, optional
List of values that the conditions of ycondnames must meet. This list
must be as long as the number of lines to plot. If not specified,
all lines are filtered by the conditions of filter parameter only,
but in this case all ymetrics should be different.
* xscale : str, optional
The scale of x axis. Options allowed are 'linear' and 'log'.
Default value is 'linear'
* yscale : str, optional
The scale of y axis. Options allowed are 'linear' and 'log'.
Default value is 'linear'
* step : bool, optional
If *True* draws the CDF with steps. Default value is *True*
* line_style : dict, optional
Dictionary mapping each value of yvals with a line style
* legend : dict, optional
Dictionary mapping each value of yvals with a legend label. If not
specified, it is not plotted. If you wish to plot it with the
name of the line, set it to put yvals or ymetrics, depending on which
one is used
* legend_loc : str, optional
Legend location, e.g. 'upper left'
* legend_args : dict, optional
Optional legend arguments, such as ncol
* plotempty : bool, optional
If *True*, plot and save graph even if empty. Default is *True*
"""
fig = plt.figure()
if 'title' in desc:
plt.title(desc['title'])
if 'xlabel' in desc:
plt.xlabel(desc['xlabel'])
plt.ylabel(desc['ylabel'] if 'ylabel' in desc else 'Cumulative probability')
if 'xscale' in desc:
plt.xscale(desc['xscale'])
if 'yscale' in desc:
plt.yscale(desc['yscale'])
if 'filter' not in desc or desc['filter'] is None:
desc['filter'] = {}
step = desc['step'] if 'step' in desc else True
plot_empty = desc['plotempty'] if 'plotempty' in desc else True
ymetrics = desc['ymetrics']
ycondnames = desc['ycondnames'] if 'ycondnames' in desc else None
ycondvals = desc['ycondvals'] if 'ycondvals' in desc else None
if ycondnames is not None and ycondvals is not None:
if not len(ymetrics) == len(ycondnames) == len(ycondvals):
raise ValueError('ymetrics, ycondnames and ycondvals must have the same length')
# yvals is basically the list of values that differentiate each line
# it is used for legends and styles mainly
yvals = ycondvals if len(set(ymetrics)) == 1 else zip(ymetrics, ycondvals)
else:
yvals = ymetrics
x_min = np.infty
x_max = - np.infty
empty = True
for i in range(len(yvals)):
condition = Tree(desc['filter'])
if ycondnames is not None:
condition.setval(ycondnames[i], ycondvals[i])
data = [v.getval(ymetrics[i])
for _, v in resultset.filter(condition)
if v.getval(ymetrics[i]) is not None]
# If there are more than 1 CDFs in the resultset, take the first one
if data:
x_cdf, y_cdf = data[0]
if step:
x_cdf, y_cdf = step_cdf(x_cdf, y_cdf)
else:
x_cdf, y_cdf = [], []
fmt = desc['line_style'][yvals[i]] if 'line_style' in desc \
and yvals[i] in desc['line_style'] else '-'
# This check is to prevent crashing when trying to plot arrays of nan
# values with axes log scale
if all(np.isnan(x) for x in x_cdf) or all(np.isnan(y) for y in y_cdf):
plt.plot([], [], fmt)
else:
plt.plot(x_cdf, y_cdf, fmt)
empty = False
x_min = min(x_min, x_cdf[0])
x_max = max(x_max, x_cdf[-1])
if empty and not plot_empty:
return
plt.xlim(x_min, x_max)
if 'legend' in desc:
legend = [desc['legend'][l] for l in desc['yvals']]
legend_args = desc['legend_args'] if 'legend_args' in desc else {}
if 'legend_loc' in desc:
legend_args['loc'] = desc['legend_loc']
plt.legend(legend, prop={'size': LEGEND_SIZE}, **legend_args)
plt.legend(legend, prop={'size': LEGEND_SIZE}, loc=desc['legend_loc'])
plt.savefig(os.path.join(plotdir, filename), bbox_inches='tight')
plt.close(fig)
def plot_bar_chart(resultset, desc, filename, plotdir):
"""Plot a bar chart with characteristics described in the plot descriptor
out of the data contained in the resultset and save the plot in given
directory.
Parameters
----------
rs : ResultSet
Result set
desc : dict
The plot descriptor (more info below)
filename : str
The name used to save the file. The file format is determined by the
extension of the file. For example, if this filename is 'foo.pdf', the
file will be saved in pdf format.
plotdir : str
The directory in which the plot will be saved.
Notes
-----
The plot descriptor is a dictionary with a set of values that describe how
to make the plot.
The dictionary can contain the following keys:
* title : str, optional.
The title of the graph
* xlabel : str, optional
The x label
* ylabel : str, optional
The y label
* errorbar : bool, optional
If *True* error bars will be plotted. Default value is *True*
* confidence : float, optional
The confidence used to plot error bars. Default value is 0.95
* filter : tree or dict of dicts, optional
A tree or nested dictionary of values to include from the resultset.
Example: {'cache_placement': {'network_cache': 0.004},
'topology': {'name', 'GEANT'}}.
If not specified or None, no filtering is executed on the results
and possibly heterogeneous results may be plotted together.
* xparam : tuple
The path of the x axis metric, e.g. ('workload', 'alpha')
* xvals : list
Range of x values, e.g. [0.6, 0.7, 0.8, 0.9]
* xticks : list, optional
Names to display as ticks. If not specified, xvals is used instead
* ymetrics : list of tuples
List of metrics to be shown on the graph. The i-th metric of the list
is the metric that the i-th bar on the graph will represent. If
all bars are for the same metric, then all elements of the list are
equal.
Each single metric (i.e. each element of the list) is a tuple modeling
the path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. Example values could be ('CACHE_HIT_RATIO', 'MEAN'),
('LINK_LOAD', 'MEAN_INTERNAL') or ('LATENCY', 'MEAN').
For example, if in a graph of N bars all bar of the graph show mean
latency, then ymetrics = [('LATENCY', 'MEAN')]*5.
* ycondnames : list of tuples, optional
List of condition names specific to each bar of the graph. Different
from the conditions expressed in the filter parameter, which are
global, these conditions are specific to one bar. Ech condition name,
different from the filter parameter is a path to a condition to be
checked, e.g. ('topology', 'name'). Values to be matched for this
conditions are specified in ycondvals. This list must be as long as
the number of bars to plot. If not specified, all bars are filtered
by the conditions of filter parameter only, but in this case all
ymetrics should be different.
* ycondvals : list of tuples, optional
List of values that the conditions of ycondnames must meet. This list
must be as long as the number of bars to plot. If not specified,
all bars are filtered by the conditions of filter parameter only,
but in this case all ymetrics should be different.
* placement : (grouped | stacked | [x, y, ...])
Defines how to place bars in the plot. If grouped, defaults, all
bars for a specific xval are grouped next to each other, if stacked,
they are plot on top of each other. It is also possible to specify a
custom grouped+stacked placement with a list of integers, in which
the number of items is the number of columns and the actual value of
an items is the number of metrics stacked on the column. For example
[4,2,3] means plotting 4 + 2 + 3 = 9 metrics: 4 stacked in the first
column, 2 stacked on the second and 3 stacked on the third
If *True*, draw all bars of a group stacked on top of each other.
Default value is *False*.
* group_width : float, default: 0.4
Width of a group of bars
* bar_color : dict, optional
Dictionary mapping each value of yvals with a bar color
* bar_hatch : dict, optional
Dictionary mapping each value of yvals with a bar hatch. If set to
None all bars will be plotted without hatch. If not set, hatches will
be plotted randomly
* legend : dict, optional
Dictionary mapping each value of yvals with a legend label. If not
specified, it is not plotted. If you wish to plot it with the
name of the line, set it to put yvals or ymetrics, depending on which
one is used
* legend_loc : str, optional
Legend location, e.g. 'upper left'
* legend_args : dict, optional
Optional legend arguments, such as ncol
* plotempty : bool, optional
If *True*, plot and save graph even if empty. Default is *True*
* ymax: float, optional
The upper limit of the y axis. If not specified, it is automatically
selected by Matplotlib
"""
fig = plt.figure()
if 'title' in desc:
plt.title(desc['title'])
plt.subplot(111)
plt.grid(b=True, which='major', color='k', axis='y', linestyle='--')
if 'xlabel' in desc:
plt.xlabel(desc['xlabel'])
if 'ylabel' in desc:
plt.ylabel(desc['ylabel'])
if 'filter' not in desc or desc['filter'] is None:
desc['filter'] = {}
plot_empty = desc['plotempty'] if 'plotempty' in desc else True
ymetrics = desc['ymetrics']
ycondnames = desc['ycondnames'] if 'ycondnames' in desc else None
ycondvals = desc['ycondvals'] if 'ycondvals' in desc else None
if ycondnames is not None and ycondvals is not None:
if not len(ymetrics) == len(ycondnames) == len(ycondvals):
raise ValueError('ymetrics, ycondnames and ycondvals must have the same length')
# yvals is basically the list of values that differentiate each bar
# it is used for legends and styles mainly
yvals = ycondvals if len(set(ymetrics)) == 1 else zip(ymetrics, ycondvals)
else:
yvals = ymetrics
placement = desc['placement'] if 'placement' in desc else 'grouped'
if placement == 'grouped':
placement = [1 for _ in range(len(yvals))]
elif placement == 'stacked':
placement = [len(yvals)]
else:
if sum(placement) != len(yvals):
raise ValueError('Placement definition incorrect. '
'The sum of values of the list must be equal to '
'the number of y values')
xticks = desc['xticks'] if 'xticks' in desc else desc['xvals']
empty = True
# Spacing attributes
# width of a group of bars
group_width = desc['group_width'] if 'group_width' in desc else 0.4
width = group_width/len(placement) # width of a single bar
separation = width/2 # space between adjacent groups
border = 0.6 * separation # left and right borders
elem = collections.defaultdict(int) # bar objects (for legend)
# Select colors and hatches
if 'bar_color' in desc and all(y in desc['bar_color'] for y in yvals):
color = desc['bar_color']
elif len(yvals) <= len(BW_COLOR_CATALOGUE):
color = dict((y, BW_COLOR_CATALOGUE[yvals.index(y)]) for y in yvals)
else:
color = collections.defaultdict(lambda: None)
if 'bar_hatch' in desc and desc['bar_hatch'] is None:
hatch = collections.defaultdict(lambda: None)
elif 'bar_hatch' in desc and all(y in desc['bar_hatch'] for y in yvals):
hatch = desc['bar_hatch']
elif len(yvals) <= len(BW_COLOR_CATALOGUE):
hatch = dict((y, HATCH_CATALOGUE[yvals.index(y)]) for y in yvals)
else:
hatch = collections.defaultdict(lambda: None)
# Plot bars
left = border # left-most point of the bar about to draw
for i in range(len(desc['xvals'])):
l = 0
for x in placement:
bottom = 0 # Bottom point of a bar. It is alway 0 if stacked is False
for y in range(x):
condition = Tree(desc['filter'])
condition.setval(desc['xparam'], desc['xvals'][i])
if ycondnames is not None:
condition.setval(ycondnames[l], ycondvals[l])
data = [v.getval(ymetrics[i])
for _, v in resultset.filter(condition)
if v.getval(ymetrics[i]) is not None]
confidence = desc['confidence'] if 'confidence' in desc else 0.95
meanval, err = means_confidence_interval(data, confidence)
yerr = None if 'errorbar' in desc and not desc['errorbar'] else err
if not np.isnan(meanval):
empty = False
elem[yvals[l]] = plt.bar(left, meanval, width,
color=color[yvals[l]],
yerr=yerr, bottom=bottom, ecolor='k',
hatch=hatch[yvals[l]], label=yvals[l])
bottom += meanval
l += 1
left += width
left += separation
if empty and not plot_empty:
return
n_bars = len(placement)
plt.xticks(border + 0.5*(n_bars*width) +
(separation + n_bars*width)*np.arange(len(xticks)),
xticks)
if 'legend' in desc:
legend = [desc['legend'][l] for l in yvals] if 'legend'in desc else yvals
legend_args = desc['legend_args'] if 'legend_args' in desc else {}
if 'legend_loc' in desc:
legend_args['loc'] = desc['legend_loc']
plt.legend([elem[x] for x in yvals], legend,
prop={'size': LEGEND_SIZE},
**legend_args)
xmin, _ = plt.xlim()
plt.xlim(xmin, left - separation + border)
if 'ymax' in desc:
plt.ylim(ymax=desc['ymax'])
plt.savefig(os.path.join(plotdir, filename), bbox_inches='tight')
plt.close(fig)
def plot_lines(resultset, desc, filename, plotdir):
"""Plot a graph with characteristics described in the plot descriptor out
of the data contained in the resultset and save the plot in given directory.
Parameters
----------
rs : ResultSet
Result set
desc : dict
The plot descriptor (more info below)
filename : str
The name used to save the file. The file format is determined by the
extension of the file. For example, if this filename is 'foo.pdf', the
file will be saved in pdf format.
plotdir : str
The directory in which the plot will be saved.
Notes
-----
The plot descriptor is a dictionary with a set of values that describe how
to make the plot.
The dictionary can contain the following keys:
* title : str, optional.
The title of the graph
* xlabel : str, optional
The x label
* ylabel : str, optional
The y label
* errorbar : bool, optional
If *True* error bars will be plotted. Default value is *True*
* confidence : float, optional
The confidence used to plot error bars. Default value is 0.95
* xparam : iterable
Path to the value of the x axis metric, e.g. ['workload', 'alpha']
* xvals : list
Range of x values, e.g. [0.6, 0.7, 0.8, 0.9]
* filter : dict, optional
A dictionary of values to filter in the resultset.
Example: {'network_cache': 0.004, 'topology_name': 'GEANT'}
If not specified or None, no filtering is executed on the results
and possibly heterogeneous results may be plotted together
* ymetrics : list of tuples
List of metrics to be shown on the graph. The i-th metric of the list
is the metric that the i-th line on the graph will represent. If
all lines are for the same metric, then all elements of the list are
equal.
Each single metric (i.e. each element of the list) is a tuple modeling
the path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. Example values could be ('CACHE_HIT_RATIO', 'MEAN'),
('LINK_LOAD', 'MEAN_INTERNAL') or ('LATENCY', 'MEAN').
For example, if in a graph of N lines all lines of the graph show mean
latency, then ymetrics = [('LATENCY', 'MEAN')]*5.
* ycondnames : list of tuples, optional
List of condition names specific to each line of the graph. Different
from the conditions expressed in the filter parameter, which are
global, these conditions are specific to one bar. Ech condition name,
different from the filter parameter is a path to a condition to be
checked, e.g. ('topology', 'name'). Values to be matched for this
conditions are specified in ycondvals. This list must be as long as
the number of lines to plot. If not specified, all lines are filtered
by the conditions of filter parameter only, but in this case all
ymetrics should be different.
* ycondvals : list of tuples, optional
List of values that the conditions of ycondnames must meet. This list
must be as long as the number of lines to plot. If not specified,
all lines are filtered by the conditions of filter parameter only,
but in this case all ymetrics should be different.
* xscale : ('linear' | 'log'), optional
The scale of x axis. Default value is 'linear'
* yscale : ('linear' | 'log'), optional
The scale of y axis. Default value is 'linear'
* xticks : list, optional
Values to display as x-axis ticks.
* yticks : list, optional
Values to display as y-axis ticks.
* line_style : dict, optional
Dictionary mapping each value of yvals with a line style
* plot_args : dict, optional
Additional args to be provided to the Pyplot errorbar function.
Example parameters that can be specified here are *linewidth* and
*elinewidth*
* legend : dict, optional
Dictionary mapping each value of yvals with a legend label. If not
specified, it is not plotted. If you wish to plot it with the
name of the line, set it to put yvals or ymetrics, depending on which
one is used
* legend_loc : str, optional
Legend location, e.g. 'upper left'
* legend_args : dict, optional
Optional legend arguments, such as ncol
* plotempty : bool, optional
If *True*, plot and save graph even if empty. Default is *True*
* xmin, xmax: float, optional
The limits of the x axis. If not specified, they're set to the min and
max values of xvals
* ymin, ymax: float, optional
The limits of the y axis. If not specified, they're automatically
selected by Matplotlib
"""
fig = plt.figure()
_, ax1 = plt.subplots()
if 'title' in desc:
plt.title(desc['title'])
if 'xlabel' in desc:
plt.xlabel(desc['xlabel'])
if 'ylabel' in desc:
plt.ylabel(desc['ylabel'])
if 'xscale' in desc:
plt.xscale(desc['xscale'])
if 'yscale' in desc:
plt.yscale(desc['yscale'])
if 'filter' not in desc or desc['filter'] is None:
desc['filter'] = {}
xvals = sorted(desc['xvals'])
if 'xticks' in desc:
ax1.set_xticks(desc['xticks'])
ax1.get_xaxis().set_major_formatter(matplotlib.ticker.ScalarFormatter())
ax1.set_xticklabels([str(xtick) for xtick in desc['xticks']])
if 'yticks' in desc:
ax1.set_yticks(desc['yticks'])
ax1.get_yaxis().set_major_formatter(matplotlib.ticker.ScalarFormatter())
ax1.set_yticklabels([str(ytick) for ytick in desc['yticks']])
ymetrics = desc['ymetrics']
ycondnames = desc['ycondnames'] if 'ycondnames' in desc else None
ycondvals = desc['ycondvals'] if 'ycondvals' in desc else None
if ycondnames is not None and ycondvals is not None:
if not len(ymetrics) == len(ycondnames) == len(ycondvals):
raise ValueError('ymetrics, ycondnames and ycondvals must have the same length')
# yvals is basically the list of values that differentiate each line
# it is used for legends and styles mainly
yvals = ycondvals if len(set(ymetrics)) == 1 else zip(ymetrics, ycondvals)
else:
yvals = ymetrics
plot_args = desc['plot_args'] if 'plot_args' in desc else {}
plot_empty = desc['plotempty'] if 'plotempty' in desc else True
empty = True
for i in range(len(yvals)):
means = np.zeros(len(xvals))
err = np.zeros(len(xvals))
for j in range(len(xvals)):
condition = Tree(desc['filter'])
condition.setval(desc['xparam'], xvals[j])
if ycondnames is not None:
condition.setval(ycondnames[i], ycondvals[i])
data = [v.getval(ymetrics[i])
for _, v in resultset.filter(condition)
if v.getval(ymetrics[i]) is not None]
confidence = desc['confidence'] if 'confidence' in desc else 0.95
means[j], err[j] = means_confidence_interval(data, confidence)
yerr = None if 'errorbar' in desc and not desc['errorbar'] or all(err == 0) else err
fmt = desc['line_style'][yvals[i]] if 'line_style' in desc \
and yvals[i] in desc['line_style'] else '-'
# This check is to prevent crashing when trying to plot arrays of nan
# values with axes log scale
if all(np.isnan(x) for x in xvals) or all(np.isnan(y) for y in means):
plt.errorbar([], [], fmt=fmt)
else:
plt.errorbar(xvals, means, yerr=yerr, fmt=fmt, **plot_args)
empty = False
if empty and not plot_empty:
return
x_min = desc['xmin'] if 'xmin' in desc else min(xvals)
x_max = desc['xmax'] if 'xmax' in desc else max(xvals)
plt.xlim(x_min, x_max)
if 'ymin' in desc:
plt.ylim(ymin=desc['ymin'])
if 'ymax' in desc:
plt.ylim(ymax=desc['ymax'])
if 'legend' in desc:
legend = [desc['legend'][l] for l in yvals]
legend_args = desc['legend_args'] if 'legend_args' in desc else {}
if 'legend_loc' in desc:
legend_args['loc'] = desc['legend_loc']
plt.legend(legend, prop={'size': LEGEND_SIZE}, **legend_args)
plt.savefig(os.path.join(plotdir, filename), bbox_inches='tight')
plt.close(fig)
def test_getset(self):
tree = Tree()
tree.setval([1, 2, 3, 4], 5)
self.assertEqual(tree.getval([1, 2, 3, 4]), 5)
def plot_lines(resultset, desc, filename, plotdir):
"""Plot a graph with characteristics described in the plot descriptor out
of the data contained in the resultset and save the plot in given directory.
Parameters
----------
rs : ResultSet
Result set
desc : dict
The plot descriptor (more info below)
filename : str
The name used to save the file. The file format is determined by the
extension of the file. For example, if this filename is 'foo.pdf', the
file will be saved in pdf format.
plotdir : str
The directory in which the plot will be saved.
Notes
-----
The plot descriptor is a dictionary with a set of values that describe how
to make the plot.
The dictionary can contain the following keys:
* title : str, optional.
The title of the graph
* xlabel : str, optional
The x label
* ylabel : str, optional
The y label
* errorbar : bool, optional
If *True* error bars will be plotted. Default value is *True*
* confidence : float, optional
The confidence used to plot error bars. Default value is 0.95
* xparam : iterable
Path to the value of the x axis metric, e.g. ['workload', 'alpha']
* xvals : list
Range of x values, e.g. [0.6, 0.7, 0.8, 0.9]
* filter : dict, optional
A dictionary of values to filter in the resultset.
Example: {'network_cache': 0.004, 'topology_name': 'GEANT'}
If not specified or None, no filtering is executed on the results
and possibly heterogeneous results may be plotted together
* ymetrics : list of tuples
List of metrics to be shown on the graph. The i-th metric of the list
is the metric that the i-th line on the graph will represent. If
all lines are for the same metric, then all elements of the list are
equal.
Each single metric (i.e. each element of the list) is a tuple modeling
the path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. Example values could be ('CACHE_HIT_RATIO', 'MEAN'),
('LINK_LOAD', 'MEAN_INTERNAL') or ('LATENCY', 'MEAN').
For example, if in a graph of N lines all lines of the graph show mean
latency, then ymetrics = [('LATENCY', 'MEAN')]*5.
* ycondnames : list of tuples, optional
List of condition names specific to each line of the graph. Different
from the conditions expressed in the filter parameter, which are
global, these conditions are specific to one bar. Ech condition name,
different from the filter parameter is a path to a condition to be
checked, e.g. ('topology', 'name'). Values to be matched for this
conditions are specified in ycondvals. This list must be as long as
the number of lines to plot. If not specified, all lines are filtered
by the conditions of filter parameter only, but in this case all
ymetrics should be different.
* ycondvals : list of tuples, optional
List of values that the conditions of ycondnames must meet. This list
must be as long as the number of lines to plot. If not specified,
all lines are filtered by the conditions of filter parameter only,
but in this case all ymetrics should be different.
* xscale : ('linear' | 'log'), optional
The scale of x axis. Default value is 'linear'
* yscale : ('linear' | 'log'), optional
The scale of y axis. Default value is 'linear'
* xticks : list, optional
Values to display as x-axis ticks.
* yticks : list, optional
Values to display as y-axis ticks.
* line_style : dict, optional
Dictionary mapping each value of yvals with a line style
* plot_args : dict, optional
Additional args to be provided to the Pyplot errorbar function.
Example parameters that can be specified here are *linewidth* and
*elinewidth*
* legend : dict, optional
Dictionary mapping each value of yvals with a legend label. If not
specified, it is not plotted. If you wish to plot it with the
name of the line, set it to put yvals or ymetrics, depending on which
one is used
* legend_loc : str, optional
Legend location, e.g. 'upper left'
* legend_args : dict, optional
Optional legend arguments, such as ncol
* plotempty : bool, optional
If *True*, plot and save graph even if empty. Default is *True*
* xmin, xmax: float, optional
The limits of the x axis. If not specified, they're set to the min and
max values of xvals
* ymin, ymax: float, optional
The limits of the y axis. If not specified, they're automatically
selected by Matplotlib
"""
fig = plt.figure()
_, ax1 = plt.subplots()
if 'title' in desc:
plt.title(desc['title'])
if 'xlabel' in desc:
plt.xlabel(desc['xlabel'])
if 'ylabel' in desc:
plt.ylabel(desc['ylabel'])
if 'xscale' in desc:
plt.xscale(desc['xscale'])
if 'yscale' in desc:
plt.yscale(desc['yscale'])
if 'filter' not in desc or desc['filter'] is None:
desc['filter'] = {}
xvals = sorted(desc['xvals'])
if 'xticks' in desc:
ax1.set_xticks(desc['xticks'])
ax1.get_xaxis().set_major_formatter(
matplotlib.ticker.ScalarFormatter())
ax1.set_xticklabels([str(xtick) for xtick in desc['xticks']])
if 'yticks' in desc:
ax1.set_yticks(desc['yticks'])
ax1.get_yaxis().set_major_formatter(
matplotlib.ticker.ScalarFormatter())
ax1.set_yticklabels([str(ytick) for ytick in desc['yticks']])
ymetrics = desc['ymetrics']
ycondnames = desc['ycondnames'] if 'ycondnames' in desc else None
ycondvals = desc['ycondvals'] if 'ycondvals' in desc else None
if ycondnames is not None and ycondvals is not None:
if not len(ymetrics) == len(ycondnames) == len(ycondvals):
raise ValueError(
'ymetrics, ycondnames and ycondvals must have the same length')
# yvals is basically the list of values that differentiate each line
# it is used for legends and styles mainly
yvals = ycondvals if len(set(ymetrics)) == 1 else zip(
ymetrics, ycondvals)
else:
yvals = ymetrics
plot_args = desc['plot_args'] if 'plot_args' in desc else {}
plot_empty = desc['plotempty'] if 'plotempty' in desc else True
empty = True
for i in range(len(yvals)):
means = np.zeros(len(xvals))
err = np.zeros(len(xvals))
for j in range(len(xvals)):
condition = Tree(desc['filter'])
condition.setval(desc['xparam'], xvals[j])
if ycondnames is not None:
condition.setval(ycondnames[i], ycondvals[i])
data = [
v.getval(ymetrics[i]) for _, v in resultset.filter(condition)
if v.getval(ymetrics[i]) is not None
]
confidence = desc['confidence'] if 'confidence' in desc else 0.95
means[j], err[j] = means_confidence_interval(data, confidence)
yerr = None if 'errorbar' in desc and not desc['errorbar'] or all(
err == 0) else err
fmt = desc['line_style'][yvals[i]] if 'line_style' in desc \
and yvals[i] in desc['line_style'] else '-'
# This check is to prevent crashing when trying to plot arrays of nan
# values with axes log scale
if all(np.isnan(x) for x in xvals) or all(np.isnan(y) for y in means):
plt.errorbar([], [], fmt=fmt)
else:
plt.errorbar(xvals, means, yerr=yerr, fmt=fmt, **plot_args)
empty = False
if empty and not plot_empty:
return
x_min = desc['xmin'] if 'xmin' in desc else min(xvals)
x_max = desc['xmax'] if 'xmax' in desc else max(xvals)
plt.xlim(x_min, x_max)
if 'ymin' in desc:
plt.ylim(ymin=desc['ymin'])
if 'ymax' in desc:
plt.ylim(ymax=desc['ymax'])
if 'legend' in desc:
legend = [desc['legend'][l] for l in yvals]
legend_args = desc['legend_args'] if 'legend_args' in desc else {}
if 'legend_loc' in desc:
legend_args['loc'] = desc['legend_loc']
plt.legend(legend, prop={'size': LEGEND_SIZE}, **legend_args)
plt.savefig(os.path.join(plotdir, filename), bbox_inches='tight')
plt.close(fig)
def plot_bar_chart(resultset, desc, filename, plotdir):
"""Plot a bar chart with characteristics described in the plot descriptor
out of the data contained in the resultset and save the plot in given
directory.
Parameters
----------
rs : ResultSet
Result set
desc : dict
The plot descriptor (more info below)
filename : str
The name used to save the file. The file format is determined by the
extension of the file. For example, if this filename is 'foo.pdf', the
file will be saved in pdf format.
plotdir : str
The directory in which the plot will be saved.
Notes
-----
The plot descriptor is a dictionary with a set of values that describe how
to make the plot.
The dictionary can contain the following keys:
* title : str, optional.
The title of the graph
* xlabel : str, optional
The x label
* ylabel : str, optional
The y label
* errorbar : bool, optional
If *True* error bars will be plotted. Default value is *True*
* confidence : float, optional
The confidence used to plot error bars. Default value is 0.95
* filter : tree or dict of dicts, optional
A tree or nested dictionary of values to include from the resultset.
Example: {'cache_placement': {'network_cache': 0.004},
'topology': {'name', 'GEANT'}}.
If not specified or None, no filtering is executed on the results
and possibly heterogeneous results may be plotted together.
* xparam : tuple
The path of the x axis metric, e.g. ('workload', 'alpha')
* xvals : list
Range of x values, e.g. [0.6, 0.7, 0.8, 0.9]
* xticks : list, optional
Names to display as ticks. If not specified, xvals is used instead
* ymetrics : list of tuples
List of metrics to be shown on the graph. The i-th metric of the list
is the metric that the i-th bar on the graph will represent. If
all bars are for the same metric, then all elements of the list are
equal.
Each single metric (i.e. each element of the list) is a tuple modeling
the path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. Example values could be ('CACHE_HIT_RATIO', 'MEAN'),
('LINK_LOAD', 'MEAN_INTERNAL') or ('LATENCY', 'MEAN').
For example, if in a graph of N bars all bar of the graph show mean
latency, then ymetrics = [('LATENCY', 'MEAN')]*5.
* ycondnames : list of tuples, optional
List of condition names specific to each bar of the graph. Different
from the conditions expressed in the filter parameter, which are
global, these conditions are specific to one bar. Ech condition name,
different from the filter parameter is a path to a condition to be
checked, e.g. ('topology', 'name'). Values to be matched for this
conditions are specified in ycondvals. This list must be as long as
the number of bars to plot. If not specified, all bars are filtered
by the conditions of filter parameter only, but in this case all
ymetrics should be different.
* ycondvals : list of values, optional
List of values that the conditions of ycondnames must meet. This list
must be as long as the number of bars to plot. If not specified,
all bars are filtered by the conditions of filter parameter only,
but in this case all ymetrics should be different.
* placement : (grouped | stacked | [x, y, ...])
Defines how to place bars in the plot. If grouped, defaults, all
bars for a specific xval are grouped next to each other, if stacked,
they are plot on top of each other. It is also possible to specify a
custom grouped+stacked placement with a list of integers, in which
the number of items is the number of columns and the actual value of
an items is the number of metrics stacked on the column. For example
[4,2,3] means plotting 4 + 2 + 3 = 9 metrics: 4 stacked in the first
column, 2 stacked on the second and 3 stacked on the third
If *True*, draw all bars of a group stacked on top of each other.
Default value is *False*.
* group_width : float, default: 0.4
Width of a group of bars
* bar_color : dict, optional
Dictionary mapping each value of yvals with a bar color
* bar_hatch : dict, optional
Dictionary mapping each value of yvals with a bar hatch. If set to
None all bars will be plotted without hatch. If not set, hatches will
be plotted randomly
* legend : dict, optional
Dictionary mapping each value of yvals with a legend label. If not
specified, it is not plotted. If you wish to plot it with the
name of the line, set it to put yvals or ymetrics, depending on which
one is used
* legend_loc : str, optional
Legend location, e.g. 'upper left'
* legend_args : dict, optional
Optional legend arguments, such as ncol
* plotempty : bool, optional
If *True*, plot and save graph even if empty. Default is *True*
* ymax: float, optional
The upper limit of the y axis. If not specified, it is automatically
selected by Matplotlib
"""
fig = plt.figure()
if 'title' in desc:
plt.title(desc['title'])
_, ax1 = plt.subplots()
plt.grid(b=True, which='major', color='k', axis='y', linestyle=':')
# Set axis below bars
ax1.set_axisbelow(True)
if 'xlabel' in desc:
plt.xlabel(desc['xlabel'])
if 'ylabel' in desc:
plt.ylabel(desc['ylabel'])
if 'filter' not in desc or desc['filter'] is None:
desc['filter'] = {}
plot_empty = desc['plotempty'] if 'plotempty' in desc else True
ymetrics = desc['ymetrics']
ycondnames = desc['ycondnames'] if 'ycondnames' in desc else None
ycondvals = desc['ycondvals'] if 'ycondvals' in desc else None
if ycondnames is not None and ycondvals is not None:
if not len(ymetrics) == len(ycondnames) == len(ycondvals):
raise ValueError(
'ymetrics, ycondnames and ycondvals must have the same length')
# yvals is basically the list of values that differentiate each bar
# it is used for legends and styles mainly
yvals = ycondvals if len(set(ymetrics)) == 1 else zip(
ymetrics, ycondvals)
else:
yvals = ymetrics
placement = desc['placement'] if 'placement' in desc else 'grouped'
if placement == 'grouped':
placement = [1 for _ in range(len(yvals))]
elif placement == 'stacked':
placement = [len(yvals)]
else:
if sum(placement) != len(yvals):
raise ValueError('Placement definition incorrect. '
'The sum of values of the list must be equal to '
'the number of y values')
xticks = desc['xticks'] if 'xticks' in desc else desc['xvals']
empty = True
# Spacing attributes
# width of a group of bars
group_width = desc['group_width'] if 'group_width' in desc else 0.4
width = group_width / len(placement) # width of a single bar
separation = width / 2 # space between adjacent groups
border = 0.6 * separation # left and right borders
elem = collections.defaultdict(int) # bar objects (for legend)
# Select colors and hatches
if 'bar_color' in desc and all(y in desc['bar_color'] for y in yvals):
color = desc['bar_color']
elif len(yvals) <= len(BW_COLOR_CATALOGUE):
color = dict((y, BW_COLOR_CATALOGUE[yvals.index(y)]) for y in yvals)
else:
color = collections.defaultdict(lambda: None)
if 'bar_hatch' in desc and desc['bar_hatch'] is None:
hatch = collections.defaultdict(lambda: None)
elif 'bar_hatch' in desc and all(y in desc['bar_hatch'] for y in yvals):
hatch = desc['bar_hatch']
elif len(yvals) <= len(BW_COLOR_CATALOGUE):
hatch = dict((y, HATCH_CATALOGUE[yvals.index(y)]) for y in yvals)
else:
hatch = collections.defaultdict(lambda: None)
# Plot bars
left = border # left-most point of the bar about to draw
for i in range(len(desc['xvals'])):
l = 0
for x in placement:
bottom = 0 # Bottom point of a bar. It is alway 0 if stacked is False
for y in range(x):
condition = Tree(desc['filter'])
condition.setval(desc['xparam'], desc['xvals'][i])
if ycondnames is not None:
condition.setval(ycondnames[l], ycondvals[l])
data = [
v.getval(ymetrics[l])
for _, v in resultset.filter(condition)
if v.getval(ymetrics[l]) is not None
]
confidence = desc[
'confidence'] if 'confidence' in desc else 0.95
meanval, err = means_confidence_interval(data, confidence)
yerr = None if 'errorbar' in desc and not desc[
'errorbar'] else err
if not np.isnan(meanval):
empty = False
elem[yvals[l]] = plt.bar(left,
meanval,
width,
color=color[yvals[l]],
yerr=yerr,
bottom=bottom,
ecolor='k',
hatch=hatch[yvals[l]],
label=yvals[l])
bottom += meanval
l += 1
left += width
left += separation
if empty and not plot_empty:
return
n_bars = len(placement)
plt.xticks(
border + 0.5 * (n_bars * width) +
(separation + n_bars * width) * np.arange(len(xticks)), xticks)
if 'legend' in desc:
legend = [desc['legend'][l]
for l in yvals] if 'legend' in desc else yvals
legend_args = desc['legend_args'] if 'legend_args' in desc else {}
if 'legend_loc' in desc:
legend_args['loc'] = desc['legend_loc']
plt.legend([elem[x] for x in yvals],
legend,
prop={'size': LEGEND_SIZE},
**legend_args)
xmin, _ = plt.xlim()
plt.xlim(xmin, left - separation + border)
if 'ymax' in desc:
plt.ylim(ymax=desc['ymax'])
plt.savefig(os.path.join(plotdir, filename), bbox_inches='tight')
plt.close(fig)
def plot_cdf(resultset, desc, filename, plotdir):
"""Plot a CDF with characteristics described in the plot descriptor
out of the data contained in the resultset and save the plot in given
directory.
Parameters
----------
rs : ResultSet
Result set
desc : dict
The plot descriptor (more info below)
filename : str
The name used to save the file. The file format is determined by the
extension of the file. For example, if this filename is 'foo.pdf', the
file will be saved in pdf format.
plotdir : str
The directory in which the plot will be saved.
Notes
-----
The plot descriptor is a dictionary with a set of values that describe how
to make the plot.
The dictionary can contain the following keys:
* title : str, optional.
The title of the graph
* xlabel : str, optional
The x label
* ylabel : str, optional
The y label. The default value is 'Cumulative probability'
* confidence : float, optional
The confidence used to plot error bars. Default value is 0.95
* metric : list
A list of values representing the metric to plot. These values are the
path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. The metric must be a CDF.
Example values could be ['LATENCY', 'CDF'].
* filter : dict, optional
A dictionary of values to filter in the resultset.
Example: {'network_cache': 0.004, 'topology_name': 'GEANT'}
If not specified or None, no filtering is executed on the results
and possibly heterogeneous results may be plotted together
* ymetrics : list of tuples
List of metrics to be shown on the graph. The i-th metric of the list
is the metric that the i-th line on the graph will represent. If
all lines are for the same metric, then all elements of the list are
equal.
Each single metric (i.e. each element of the list) is a tuple modeling
the path to identify a specific metric into an entry of a result set.
Normally, it is a 2-value list where the first value is the name of
the collector which measured the metric and the second value is the
metric name. Example values could be ('CACHE_HIT_RATIO', 'MEAN'),
('LINK_LOAD', 'MEAN_INTERNAL') or ('LATENCY', 'MEAN').
For example, if in a graph of N lines all lines of the graph show mean
latency, then ymetrics = [('LATENCY', 'MEAN')]*5.
* ycondnames : list of tuples, optional
List of condition names specific to each line of the graph. Different
from the conditions expressed in the filter parameter, which are
global, these conditions are specific to one bar. Ech condition name,
different from the filter parameter is a path to a condition to be
checked, e.g. ('topology', 'name'). Values to be matched for this
conditions are specified in ycondvals. This list must be as long as
the number of lines to plot. If not specified, all lines are filtered
by the conditions of filter parameter only, but in this case all
ymetrics should be different.
* ycondvals : list of tuples, optional
List of values that the conditions of ycondnames must meet. This list
must be as long as the number of lines to plot. If not specified,
all lines are filtered by the conditions of filter parameter only,
but in this case all ymetrics should be different.
* xscale : str, optional
The scale of x axis. Options allowed are 'linear' and 'log'.
Default value is 'linear'
* yscale : str, optional
The scale of y axis. Options allowed are 'linear' and 'log'.
Default value is 'linear'
* step : bool, optional
If *True* draws the CDF with steps. Default value is *True*
* line_style : dict, optional
Dictionary mapping each value of yvals with a line style
* legend : dict, optional
Dictionary mapping each value of yvals with a legend label. If not
specified, it is not plotted. If you wish to plot it with the
name of the line, set it to put yvals or ymetrics, depending on which
one is used
* legend_loc : str, optional
Legend location, e.g. 'upper left'
* legend_args : dict, optional
Optional legend arguments, such as ncol
* plotempty : bool, optional
If *True*, plot and save graph even if empty. Default is *True*
"""
fig = plt.figure()
if 'title' in desc:
plt.title(desc['title'])
if 'xlabel' in desc:
plt.xlabel(desc['xlabel'])
plt.ylabel(desc['ylabel'] if 'ylabel' in
desc else 'Cumulative probability')
if 'xscale' in desc:
plt.xscale(desc['xscale'])
if 'yscale' in desc:
plt.yscale(desc['yscale'])
if 'filter' not in desc or desc['filter'] is None:
desc['filter'] = {}
step = desc['step'] if 'step' in desc else True
plot_empty = desc['plotempty'] if 'plotempty' in desc else True
ymetrics = desc['ymetrics']
ycondnames = desc['ycondnames'] if 'ycondnames' in desc else None
ycondvals = desc['ycondvals'] if 'ycondvals' in desc else None
if ycondnames is not None and ycondvals is not None:
if not len(ymetrics) == len(ycondnames) == len(ycondvals):
raise ValueError(
'ymetrics, ycondnames and ycondvals must have the same length')
# yvals is basically the list of values that differentiate each line
# it is used for legends and styles mainly
yvals = ycondvals if len(set(ymetrics)) == 1 else zip(
ymetrics, ycondvals)
else:
yvals = ymetrics
x_min = np.infty
x_max = -np.infty
empty = True
for i in range(len(yvals)):
condition = Tree(desc['filter'])
if ycondnames is not None:
condition.setval(ycondnames[i], ycondvals[i])
data = [
v.getval(ymetrics[i]) for _, v in resultset.filter(condition)
if v.getval(ymetrics[i]) is not None
]
# If there are more than 1 CDFs in the resultset, take the first one
if data:
x_cdf, y_cdf = data[0]
if step:
x_cdf, y_cdf = step_cdf(x_cdf, y_cdf)
else:
x_cdf, y_cdf = [], []
fmt = desc['line_style'][yvals[i]] if 'line_style' in desc \
and yvals[i] in desc['line_style'] else '-'
# This check is to prevent crashing when trying to plot arrays of nan
# values with axes log scale
if all(np.isnan(x) for x in x_cdf) or all(np.isnan(y) for y in y_cdf):
plt.plot([], [], fmt)
else:
plt.plot(x_cdf, y_cdf, fmt)
empty = False
x_min = min(x_min, x_cdf[0])
x_max = max(x_max, x_cdf[-1])
if empty and not plot_empty:
return
plt.xlim(x_min, x_max)
if 'legend' in desc:
legend = [desc['legend'][l] for l in desc['yvals']]
legend_args = desc['legend_args'] if 'legend_args' in desc else {}
if 'legend_loc' in desc:
legend_args['loc'] = desc['legend_loc']
plt.legend(legend, prop={'size': LEGEND_SIZE}, **legend_args)
plt.legend(legend, prop={'size': LEGEND_SIZE}, loc=desc['legend_loc'])
plt.savefig(os.path.join(plotdir, filename), bbox_inches='tight')
plt.close(fig)
def test_getset(self):
tree = Tree()
tree.setval([1, 2, 3, 4], 5)
self.assertEqual(tree.getval([1, 2, 3, 4]), 5)
