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dict with recursive operations (algebraic, set, logicial)

Project Description

Vector Dict provides all the expected operations on a dict as if it was a vector.

  • a * vector (where a can be a scalar or a vector)
  • vector1 + vector2
  • vector1 * vector2
  • a / b (where at least one of a and b is a vector)
  • cos(vector1,vector2) cosine similarity
  • jaccard(vector1, vector2)

VectorDict is derived from defautdict thus it works the same for initialisation.

Properties being propagated to each level, it works on arbitrary depth dict

It provides some helpful helpers : path_from_array as_vector_iter as_row_iter

#!/usr/bin/env python

from vector_dict import VectorDict

a = VectorDict( int, dict( x=1, y=1 ) )

b = VectorDict( int, dict( x=1, y=0, z=0) )

a + b

# Out : defaultdict(<type ‘int’>, {‘y’: 1, ‘x’: 2, ‘z’ : 0 })

a * b

#Out : defaultdict(<class ‘vector_dict.VectorDict’>, {‘y’: 0, ‘x’: 1})

print a.cos(b)

# Out : 0.7071067811865475

# sqrt(2) / 2 = acos(45°)

# Out : 1.0


# 1.4142135623730951


# u’y’=1 # u’x’=1



A generator of the vector in the form : path to key in the form of a set of keys , value (leaf)

a = VectorDict( int, dict( a=1, b = VectorDict(int, dict(c=1))))

[ (k, v) for k,v in a.as_vector_iter() ]

# Out: [((‘a’,), 1), ((‘b’, ‘c’), 1)]


A generator of the vector as either tuple of ( (path), obj ) or [ [ path + obj ] ] used for instance to ready a dict for a csv

a = VectorDict( int, dict( a=1, b = VectorDict(int, dict(c=1))))

[ e for e in a.as_row_iter(flatten=False) ]

# Out : [((‘a’,), 1), ((‘b’, ‘c’), 1)]

[ e for e in a.as_row_iter(flatten=True) ]

# Out : [[‘a’, 1], [‘b’, ‘c’, 1]]


Build an intricated dict from an array representing a flat array of keys ending by a value

path_from_array( [ “a”, “b” , 1 ])

# Out : defaultdict(<class ‘vector_dict.VectorDict’>, {‘a’: defaultdict(<class ‘vector_dict.VectorDict’>, {‘b’: 1})})

Release History

Release History

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File Name & Checksum SHA256 Checksum Help Version File Type Upload Date
VectorDict-1.0.0.tar.gz (33.6 kB) Copy SHA256 Checksum SHA256 Source Apr 12, 2012

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