Dinesman's multiple-dwelling problem: Difference between revisions

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(→‎{{header|Python}}: Add second solution method using Amb.)
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=={{header|Python}}==
=={{header|Python}}==
===Parsing the problem statement===
This example parses the statement of the problem as given and allows some variability such as the number of people, floors and constraints can be varied although the type of constraints allowed and the sentence structure is limited
This example parses the statement of the problem as given and allows some variability such as the number of people, floors and constraints can be varied although the type of constraints allowed and the sentence structure is limited


===Setup===
====Setup====
Parsing is done with the aid of the multi-line regular expression at the head of the program.
Parsing is done with the aid of the multi-line regular expression at the head of the program.


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handler[groupname](txt)</lang>
handler[groupname](txt)</lang>


===Problem statement===
====Problem statement====
This is not much more than calling a function on the text of the problem!
This is not much more than calling a function on the text of the problem!
<lang python>if __name__ == '__main__':
<lang python>if __name__ == '__main__':
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adjacent to Cooper's. Where does everyone live?""")</lang>
adjacent to Cooper's. Where does everyone live?""")</lang>


===Output===
====Output====
This shows the output from the original problem and then for another, slightly different problem to cover some of the variability asked for in the task.
This shows the output from the original problem and then for another, slightly different problem to cover some of the variability asked for in the task.
<pre>Floors are numbered from 1 to 5 inclusive.
<pre>Floors are numbered from 1 to 5 inclusive.
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Floor 2 is occupied by Cooper
Floor 2 is occupied by Cooper
Floor 1 is occupied by Baker
Floor 1 is occupied by Baker
</pre>

===Using the [[Amb#Python|Amb]] operator===
In this example, the problem needs to be turned into valid Python code for use with the Amb operator. Setup is just to import Amb.

The second set of results corresponds to this modification to the problem statement:
<pre> Baker, Cooper, Fletcher, Miller, Guinan, and Smith
live on different floors of an apartment house that contains
only seven floors. Guinan does not live on either the top or the third or the fourth floor.
Baker does not live on the top floor. Cooper
does not live on the bottom floor. Fletcher does not live on
either the top or the bottom floor. Miller lives on a higher
floor than does Cooper. Smith does not live on a floor
adjacent to Fletcher's. Fletcher does not live on a floor
adjacent to Cooper's. Where does everyone live</pre>

<lang python>from amb import Amb
if __name__ == '__main__':
amb = Amb()

maxfloors = 5
floors = range(1, maxfloors+1)
# Possible floors for each person
Baker, Cooper, Fletcher, Miller, Smith = (amb(floors) for i in range(5))
for _dummy in amb( lambda Baker, Cooper, Fletcher, Miller, Smith: (
len(set([Baker, Cooper, Fletcher, Miller, Smith])) == 5 # each to a separate floor
and Baker != maxfloors
and Cooper != 1
and Fletcher not in (maxfloors, 1)
and Miller > Cooper
and (Smith - Fletcher) not in (1, -1) # Not adjacent
and (Fletcher - Cooper) not in (1, -1) # Not adjacent
) ):

print 'Floors are numbered from 1 to %i inclusive.' % maxfloors
print '\n'.join(sorted(' Floor %i is occupied by %s'
% (globals()[name], name)
for name in 'Baker, Cooper, Fletcher, Miller, Smith'.split(', ')))
break
else:
print 'No solution found.'
print

print '# Add another person with more constraints and more floors:'
# The order that Guinan is added to any list of people must stay consistant
amb = Amb()

maxfloors = 7
floors = range(1, maxfloors+1)
# Possible floors for each person
Baker, Cooper, Fletcher, Miller, Guinan, Smith = (amb(floors) for i in range(6))
for _dummy in amb( lambda Baker, Cooper, Fletcher, Miller, Guinan, Smith: (
len(set([Baker, Cooper, Fletcher, Miller, Guinan, Smith])) == 6 # each to a separate floor
and Guinan not in (maxfloors, 3, 4)
and Baker != maxfloors
and Cooper != 1
and Fletcher not in (maxfloors, 1)
and Miller > Cooper
and (Smith - Fletcher) not in (1, -1) # Not adjacent
and (Fletcher - Cooper) not in (1, -1) # Not adjacent
) ):

print 'Floors are numbered from 1 to %i inclusive.' % maxfloors
print '\n'.join(sorted(' Floor %i is occupied by %s'
% (globals()[name], name)
for name in 'Baker, Cooper, Fletcher, Miller, Guinan, Smith'.split(', ')))
break
else:
print 'No solution found.'
print
</lang>

====Output====
<pre>Floors are numbered from 1 to 5 inclusive.
Floor 1 is occupied by Smith
Floor 2 is occupied by Cooper
Floor 3 is occupied by Baker
Floor 4 is occupied by Fletcher
Floor 5 is occupied by Miller

# Add another person with more constraints and more floors:
Floors are numbered from 1 to 7 inclusive.
Floor 1 is occupied by Baker
Floor 2 is occupied by Cooper
Floor 3 is occupied by Miller
Floor 4 is occupied by Fletcher
Floor 5 is occupied by Guinan
Floor 6 is occupied by Smith
</pre>
</pre>