Ruby decrementing numeric array to start end of range array
Really some problem is being solved to give an example of a method slice_before
in the ruby โโdocs:
a = [0, 2, 3, 4, 6, 7, 9]
prev = a[0]
p a.slice_before { |e|
prev, prev2 = e, prev
prev2 + 1 != e
}.map { |es|
es.length <= 2 ? es.join(",") : "#{es.first}-#{es.last}"
}.join(",")
In your case, you need to tweak it a bit:
a = [11, 12, 13, 14, 19, 20, 21, 29, 30, 33] prev = a[0] p a.slice_before { |e| prev, prev2 = e, prev prev2 + 1 != e }.map { |es| [es.first, es.last] }
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Here's another way, using an enumerator with Enumerator # next and Enumerator #peek . It works for any collection that implements succ
(aka next
).
code
def group_consecs(a)
enum = a.each
pairs = [[enum.next]]
loop do
if pairs.last.last.succ == enum.peek
pairs.last << enum.next
else
pairs << [enum.next]
end
end
pairs.map { |g| (g.size > 1) ? g : g*2 }
end
Note that Enumerator # peek throws an exception StopInteration
if the enumerator is enum
already at the end when called enum.peek
, This exception is handled by the core> loop, which breaks the loop.
<strong> Examples
a = [11, 12, 13, 14, 19, 20, 21, 29, 30, 33]
group_consecs(a)
#=> [[11, 12, 13, 14], [19, 20, 21], [29, 30], [33, 33]]
a = ['a','b','c','f','g','i','l','m']
group_consecs(a)
#=> [["a", "b", "c"], ["f", "g"], ["i", "i"], ["l", "m"]]
a = ['aa','ab','ac','af','ag','ai','al','am']
group_consecs(a)
#=> [["aa", "ab", "ac"], ["af", "ag"], ["ai, ai"], ["al", "am"]]
a = [:a,:b,:c,:f,:g,:i,:l,:m]
group_consecs(a)
#=> [[:a, :b, :c], [:f, :g], [:i, :i], [:l, :m]]
Create an array of seven date objects for the example, then group consecutive dates:
require 'date'
today = Date.today
a = 10.times.map { today = today.succ }.values_at(0,1,2,5,6,8,9)
#=> [#<Date: 2014-08-07 ((2456877j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-08 ((2456878j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-09 ((2456879j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-12 ((2456882j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-13 ((2456883j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-15 ((2456885j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-16 ((2456886j,0s,0n),+0s,2299161j)>]
group_consecs(a)
#=> [[#<Date: 2014-08-07 ((2456877j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-08 ((2456878j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-09 ((2456879j,0s,0n),+0s,2299161j)>
# ],
# [#<Date: 2014-08-12 ((2456882j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-13 ((2456883j,0s,0n),+0s,2299161j)>
# ],
# [#<Date: 2014-08-15 ((2456885j,0s,0n),+0s,2299161j)>,
# #<Date: 2014-08-16 ((2456886j,0s,0n),+0s,2299161j)>
# ]]
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This is the code I wrote for a project a while ago:
class Array
# [1,2,4,5,6,7,9,13].to_ranges # => [1..2, 4..7, 9..9, 13..13]
# [1,2,4,5,6,7,9,13].to_ranges(true) # => [1..2, 4..7, 9, 13]
def to_ranges(non_ranges_ok=false)
self.sort.each_with_index.chunk { |x, i| x - i }.map { |diff, pairs|
if (non_ranges_ok)
pairs.first[0] == pairs.last[0] ? pairs.first[0] : pairs.first[0] .. pairs.last[0]
else
pairs.first[0] .. pairs.last[0]
end
}
end
end
if ($0 == __FILE__)
require 'awesome_print'
ary = [1, 2, 4, 5, 6, 7, 9, 13, 12]
ary.to_ranges(false) # => [1..2, 4..7, 9..9, 12..13]
ary.to_ranges(true) # => [1..2, 4..7, 9, 12..13]
ary = [1, 2, 4, 8, 5, 6, 7, 3, 9, 11, 12, 10]
ary.to_ranges(false) # => [1..12]
ary.to_ranges(true) # => [1..12]
end
It's easy to change this to return start / end pairs:
class Array
def to_range_pairs(non_ranges_ok=false)
self.sort.each_with_index.chunk { |x, i| x - i }.map { |diff, pairs|
if (non_ranges_ok)
pairs.first[0] == pairs.last[0] ? [pairs.first[0]] : [pairs.first[0], pairs.last[0]]
else
[pairs.first[0], pairs.last[0]]
end
}
end
end
if ($0 == __FILE__)
require 'awesome_print'
ary = [1, 2, 4, 5, 6, 7, 9, 13, 12]
ary.to_range_pairs(false) # => [[1, 2], [4, 7], [9, 9], [12, 13]]
ary.to_range_pairs(true) # => [[1, 2], [4, 7], [9], [12, 13]]
ary = [1, 2, 4, 8, 5, 6, 7, 3, 9, 11, 12, 10]
ary.to_range_pairs(false) # => [[1, 12]]
ary.to_range_pairs(true) # => [[1, 12]]
end
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Here's an elegant solution:
arr = [11, 12, 13, 14, 19, 20, 21, 29, 30, 33]
output = []
# Sort array
arr.sort!
# Loop through each element in the list
arr.each do |element|
# Set defaults - for if there are no consecutive numbers in the list
start = element
endd = element
# Loop through consecutive numbers and check if they are inside the list
i = 1
while arr.include?(element+i) do
# Set element as endd
endd = element+i
# Remove element from list
arr.delete(element+i)
# Increment i
i += 1
end
# Push [start, endd] pair to output
output.push([start, endd])
end
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[Edit: Ha! I didn't understand this question. In your example for an array
a = [11, 12, 13, 14, 19, 20, 21, 29, 30, 33]
you specified the desired array of pairs:
[[11,14], [19,21], [29,30], [33,33]]
which correspond to the following offsets in a
:
[[0,3], [4,6], [7,8], [9,9]]
Matching pairs span the first 4 items, the next 3 items, then the next 2 items, and the next item (coincidentally, obviously). I thought that you needed such pairs, each with an interval less than the previous one, and the interval of the first one - as much as possible. If you take a quick look at my examples below, my guess may be clearer. Looking back, I don't know why I didn't get the question correctly (I should have looked at the answers), but there you have it.
Despite my mistake, I will leave it as I found an interesting problem and had the opportunity to use a quadratic formula in the solution.
Tide]
This is how I will do it.
code
def pull_pairs(a)
n = ((-1 + Math.sqrt(1.0 + 8*a.size))/2).to_i
cum = 0
n.downto(1).map do |i|
first = cum
cum += i
[a[first], a[cum-1]]
end
end
<strong> Examples
a = %w{a b c d e f g h i j k l}
#=> ["a", "b", "c", "d", "e", "f", "g", "h", "i", "j", "k", "l"]
pull_pairs(a)
#=> [["a", "d"], ["e", "g"], ["h", "i"], ["j", "j"]]
a = [*(1..25)]
#=> [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,
# 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25]
pull_pairs(a)
#=> [[1, 6], [7, 11], [12, 15], [16, 18], [19, 20], [21, 21]]
a = [*(1..990)]
#=> [1, 2,..., 990]
pull_pairs(a)
#=> [[1, 44], [45, 87],..., [988, 989], [990, 990]]
Explanation
We will first calculate the number of value pairs in the array that we will be producing. We are given an array (expressed algebraically):
a = [a0,a1,...a(m-1)]
where m = a.size
.
Given n > 0
the array being created:
[[a0,a(n-1)], [a(n),a(2n-2)],...,[a(t),a(t)]]
These elements cover the first n+(n-1)+...+1
elements a
. Since this is an arithmetic function, the sum is n(n+1)/2
. Hence,
t = n(n+1)/2 - 1
Now t <= m-1
, so we maximize the number of pairs in the output array by choosing the largest n
one such that
n(n+1)/2 <= m
which is the float solution for n
quadratic:
n^2+n-2m = 0
rounds to an integer which
int((-1+sqrt(1^1+4(1)(2m))/2)
or
int((-1+sqrt(1+8m))/2)
Let's pretend that
a = %w{a b c d e f g h i j k l}
Then m (=a.size) = 12
, therefore:
n = int((-1+sqrt(97))/2) = 4
and the desired array would be:
[['a','d'],['e','g'],['h','i'],['j','j']]
Once calculated, n
building an array of pairs is straightforward.
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