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diff --git a/resources/libraries/python/jumpavg/BitCountingStats.py b/resources/libraries/python/jumpavg/BitCountingStats.py
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-# Copyright (c) 2021 Cisco and/or its affiliates.
-# Licensed under the Apache License, Version 2.0 (the "License");
-# you may not use this file except in compliance with the License.
-# You may obtain a copy of the License at:
-#
-# http://www.apache.org/licenses/LICENSE-2.0
-#
-# Unless required by applicable law or agreed to in writing, software
-# distributed under the License is distributed on an "AS IS" BASIS,
-# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
-# See the License for the specific language governing permissions and
-# limitations under the License.
-
-"""Module holding BitCountingStats class."""
-
-import math
-
-from .AvgStdevStats import AvgStdevStats
-
-
-class BitCountingStats(AvgStdevStats):
- """Class for statistics which include information content of a group.
-
- The information content is based on an assumption that the data
- consists of independent random values from a normal distribution.
-
- Instances are only statistics, the data itself is stored elsewhere.
-
- The coding needs to know the previous average, and a maximal value
- so both values are required as inputs.
-
- This is a subclass of AvgStdevStats, even though all methods are overriden.
- Only for_runs method calls the parent implementation, without using super().
- """
-
- def __init__(
- self, size=0, avg=None, stdev=0.0, max_value=None, prev_avg=None):
- """Construct the stats object by computing from the values needed.
-
- The values are not sanitized, faulty callers can cause math errors.
-
- The None values are allowed for stats for zero size data,
- but such stats can report arbitrary avg and max_value.
- Stats for nonzero size data cannot contain None,
- else ValueError is raised.
-
- The max_value needs to be numeric for nonzero size,
- but its relations to avg and prev_avg are not examined.
-
- The bit count is not real, as that would depend on numeric precision
- (number of significant bits in values).
- The difference is assumed to be constant per value,
- which is consistent with Gauss distribution
- (but not with floating point mechanic).
- The hope is the difference will have
- no real impact on the classification procedure.
-
- :param size: Number of values participating in this group.
- :param avg: Population average of the participating sample values.
- :param stdev: Population standard deviation of the sample values.
- :param max_value: Maximal expected value.
- TODO: This might be more optimal,
- but max-invariant algorithm will be nicer.
- :param prev_avg: Population average of the previous group.
- If None, no previous average is taken into account.
- If not None, the given previous average is used to discourage
- consecutive groups with similar averages
- (opposite triangle distribution is assumed).
- :type avg: float
- :type size: int
- :type stdev: float
- :type max_value: Union[float, NoneType]
- :type prev_avg: Union[float, NoneType]
- """
- self.avg = avg
- self.size = size
- self.stdev = stdev
- self.max_value = max_value
- self.prev_avg = prev_avg
- # Zero size should in principle have non-zero bits (coding zero size),
- # but zero allows users to add empty groups without affecting bits.
- self.bits = 0.0
- if self.size < 1:
- return
- if avg is None:
- raise ValueError(f"Avg is None: {self!r}")
- if max_value is None or max_value <= 0.0:
- raise ValueError(f"Invalid max value: {self!r}")
- # Length of the sequence must be also counted in bits,
- # otherwise the message would not be decodable.
- # Model: probability of k samples is 1/k - 1/(k+1) == 1/k/(k+1)
- # This is compatible with zero size leading to zero bits.
- self.bits += math.log(size * (size + 1), 2)
- if prev_avg is None:
- # Avg is considered to be uniformly distributed
- # from zero to max_value.
- self.bits += math.log(max_value + 1.0, 2)
- else:
- # Opposite triangle distribution with minimum.
- self.bits += math.log(
- max_value * (max_value + 1) / (abs(avg - prev_avg) + 1), 2)
- if self.size < 2:
- return
- # Stdev is considered to be uniformly distributed
- # from zero to max_value. That is quite a bad expectation,
- # but resilient to negative samples etc.
- self.bits += math.log(max_value + 1.0, 2)
- # Now we know the samples lie on sphere in size-1 dimensions.
- # So it is (size-2)-sphere, with radius^2 == stdev^2 * size.
- # https://en.wikipedia.org/wiki/N-sphere
- sphere_area_ln = math.log(2) + math.log(math.pi) * ((size - 1) / 2.0)
- sphere_area_ln -= math.lgamma((size - 1) / 2.0)
- sphere_area_ln += math.log(stdev + 1.0) * (size - 2)
- sphere_area_ln += math.log(size) * ((size - 2) / 2.0)
- self.bits += sphere_area_ln / math.log(2)
-
- def __str__(self):
- """Return string with human readable description of the group.
-
- :returns: Readable description.
- :rtype: str
- """
- return (
- f"size={self.size} avg={self.avg} stdev={self.stdev}"
- f" bits={self.bits}"
- )
-
- def __repr__(self):
- """Return string executable as Python constructor call.
-
- :returns: Executable constructor call.
- :rtype: str
- """
- return (
- f"BitCountingStats(size={self.size!r},avg={self.avg!r}"
- f",stdev={self.stdev!r},max_value={self.max_value!r}"
- f",prev_avg={self.prev_avg!r})"
- )
-
- @classmethod
- def for_runs(cls, runs, max_value=None, prev_avg=None):
- """Return new stats instance describing the sequence of runs.
-
- If you want to append data to existing stats object,
- you can simply use the stats object as the first run.
-
- Instead of a verb, "for" is used to start this method name,
- to signify the result contains less information than the input data.
-
- The two optional values can come from outside of the runs provided.
-
- The max_value cannot be None for non-zero size data.
- The implementation does not check if no datapoint exceeds max_value.
-
- TODO: Document the behavior for zero size result.
-
- :param runs: Sequence of data to describe by the new metadata.
- :param max_value: Maximal expected value.
- :param prev_avg: Population average of the previous group, if any.
- :type runs: Iterable[Union[float, AvgStdevStats]]
- :type max_value: Union[float, NoneType]
- :type prev_avg: Union[float, NoneType]
- :returns: The new stats instance.
- :rtype: cls
- """
- asd = AvgStdevStats.for_runs(runs)
- ret_obj = cls(size=asd.size, avg=asd.avg, stdev=asd.stdev,
- max_value=max_value, prev_avg=prev_avg)
- return ret_obj