Created
January 15, 2025 13:20
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動的計画法でレーベンシュタイン距離を計算する
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require 'delegate' | |
# https://github.com/tj/terminal-table | |
require 'terminal-table' | |
class DpTable < DelegateClass(Array) | |
def initialize(str1, str2) | |
@str1 = str1 | |
@str2 = str2 | |
@table = initialize_table | |
super(@table) | |
end | |
def to_s | |
terminal_table.to_s | |
end | |
private | |
def initialize_table | |
table = Array.new(@str2.size + 1) { Array.new(@str1.size + 1, nil) } | |
(@str2.size + 1).times { |i| table[i][0] = i } | |
(@str1.size + 1).times { |j| table[0][j] = j } | |
table | |
end | |
def terminal_table | |
colum_chars = @str1.chars | |
row_chars = @str2.chars | |
Terminal::Table.new do |t| | |
t.add_row([nil, '-', *colum_chars]) | |
@table.each_with_index do |row, i| | |
char = i == 0 ? '-' : row_chars[i - 1] | |
t.add_row([char, *row]) | |
end | |
t.style = { all_separators: true } | |
end | |
end | |
end | |
def display_animation_of_levenshtein_distance_calculation(str1, str2, interval: 0.2) | |
dp_table = DpTable.new(str1, str2) | |
(1..str2.size).each do |i| | |
(1..str1.size).each do |j| | |
replace_cost = str1[j - 1] == str2[i - 1] ? 0 : 1 | |
dp_table[i][j] = [ | |
dp_table[i - 1][j] + 1, # Delete | |
dp_table[i][j - 1] + 1, # Add | |
dp_table[i - 1][j - 1] + replace_cost # Replace | |
].min | |
puts("\e[H\e[2J") # clear | |
puts(dp_table.to_s) | |
sleep(interval) | |
end | |
end | |
levenshtein_distance = dp_table[str2.size][str1.size] | |
puts("\e[H\e[2J") | |
puts(dp_table.to_s) | |
puts("The Levenshtein distance between \"#{str1}\" and \"#{str2}\" is #{levenshtein_distance}.") | |
levenshtein_distance | |
end |
Author
quanon
commented
Jan 15, 2025
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