adding more examples to the computer_science folder, and fiddling with operator precedence

This commit is contained in:
Jeremy Ashkenas 2010-01-24 18:59:29 -05:00
parent af53a04932
commit e6f010b983
6 changed files with 780 additions and 598 deletions

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# "Classic" linked list implementation that doesn't keep track of its size.
LinkedList: =>
this._head: null # Pointer to the first item in the list.
# Appends some data to the end of the list. This method traverses the existing
# list and places the value at the end in a new node.
LinkedList::add: data =>
# Create a new node object to wrap the data.
node: {data: data, next: null}
current: this._head ||= node
if this._head isnt node
current: current.next while current.next
current.next: node
this
# Retrieves the data at the given position in the list.
LinkedList::item: index =>
# Check for out-of-bounds values.
return null if index < 0
current: this._head or null
i: -1
# Advance through the list.
current: current.next while current and index > (i += 1)
# Return null if we've reached the end.
current and current.data
# Remove the item from the given location in the list.
LinkedList::remove: index =>
# Check for out-of-bounds values.
return null if index < 0
current: this._head or null
i: -1
# Special case: removing the first item.
if index is 0
this._head: current.next
else
# Find the right location.
[previous, current]: [current, current.next] while index > (i += 1)
# Skip over the item to remove.
previous.next: current.next
# Return the value.
current and current.data
# Calculate the number of items in the list.
LinkedList::size: =>
current: this._head
count: 0
while current
count += 1
current: current.next
count
# Convert the list into an array.
LinkedList::toArray: =>
result: []
current: this._head
while current
result.push(current.data)
current: current.next
result
# The string representation of the linked list.
LinkedList::toString: => this.toArray().toString()
# Tests.
list: new LinkedList()
list.add("Hi")
print(list.size() is 1)
print(list.item(0) is "Hi")
print(list.item(1) is null)
list: new LinkedList()
list.add("zero").add("one").add("two")
print(list.size() is 3)
print(list.item(2) is "two")
print(list.remove(1) is "one")
print(list.item(0) is "zero")
print(list.item(1) is "two")
print(list.size() is 2)
print(list.item(-10) is null)

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# Use the Luhn algorithm to validate a numeric identifier, such as credit card
# numbers, national insurance numbers, etc.
# See: http://en.wikipedia.org/wiki/Luhn_algorithm
is_valid_identifier: identifier =>
sum: 0
alt: false
for i in [(identifier.length - 1)..0]
# Get the next digit.
num: parseInt(identifier.charAt(i), 10)
# If it's not a valid number, abort.
return false if isNaN(num)
# If it's an alternate number...
if alt
num *= 2
num: (num % 10) + 1 if num > 9
# Flip the alternate bit.
alt: !alt
# Add to the rest of the sum.
sum += num
# Determine if it's valid.
sum % 10 is 0
# Tests.
print(is_valid_identifier("49927398716") is true)
print(is_valid_identifier("4408041234567893") is true)
print(is_valid_identifier("4408041234567890") is false)

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# Sorts an array in ascending natural order using merge sort.
merge_sort: list =>
return list if list.length is 1
result: []
pivot: Math.floor(list.length / 2)
left: merge_sort(list.slice(0, pivot))
right: merge_sort(list.slice(pivot))
while left.length and right.length
result.push(if left[0] < right[0] then left.shift() else right.shift())
result.concat(left).concat(right)
# Test the function.
print(merge_sort([3, 2, 1]).join(' ') is '1 2 3')
print(merge_sort([9, 2, 7, 0, 1]).join(' ') is '0 1 2 7 9')

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# An in-place selection sort.
selection_sort: list =>
len: list.length
# For each item in the list.
for i in [0...len]
# Set the minimum to this position.
min: i
# Check the rest of the array to see if anything is smaller.
(min: j if list[j] < list[min]) for j in [i+1...len]
# Swap if a smaller item has been found.
[list[i], list[min]]: [list[min], list[i]] if i isnt min
# The list is now sorted.
list
# Test the function.
print(selection_sort([3, 2, 1]).join(' ') is '1 2 3')
print(selection_sort([9, 2, 7, 0, 1]).join(' ') is '0 1 2 7 9')

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@ -37,8 +37,8 @@ prechigh
right WHEN LEADING_WHEN IN OF BY
right THROW FOR NEW SUPER
left EXTENDS
left ASSIGN '||=' '&&=' '?='
right RETURN
left '||=' '&&=' '?='
right ASSIGN RETURN
right '=>' '==>' UNLESS IF ELSE WHILE
preclow

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