This is a simple quicksort algorithm, adapted from Wikipedia. Optimized variants of quicksort are common features of many languages and libraries.
Various ways to iterate over sequences The sequence functions illustrated in 4. We can randomize the contents of a list s before iterating over them, using random.
We can convert between these sequence types. For example, tuple s converts any kind of sequence into a tuple, and list s converts any kind of sequence into a list.
We can convert a list of strings to a single string using the join function, e. Some other objects, such as a FreqDist, can be converted into a sequence using list or sorted and support iteration, e.
We can omit the parentheses because the comma has higher precedence than assignment. It is equivalent to the following traditional way of doing such tasks that does not use tuples notice that this method needs a temporary variable tmp.
There are also functions that modify the structure of a sequence and which can be handy for language processing. Thus, zip takes the items of two or more sequences and "zips" them together into a single list of tuples.
Given a sequence s, enumerate s returns pairs consisting of an index and the item at that index. For some NLP tasks it is necessary to cut up a sequence into two or more parts. To do this we decide the location where we want to cut the datathen cut the sequence at that location.
We can also verify that the ratio of the sizes of the two pieces is what we intended. Combining Different Sequence Types Let's combine our knowledge of these three sequence types, together with list comprehensions, to perform the task of sorting the words in a string by their length.
A simple string is actually an object with methods defined on it such as split. We use a list comprehension to build a list of tupleswhere each tuple consists of a number the word length and the word, e. We use the sort method to sort the list in-place. Finally, we discard the length information and join the words back into a single string.
The underscore is just a regular Python variable, but we can use underscore by convention to indicate that we will not use its value. We began by talking about the commonalities in these sequence types, but the above code illustrates important differences in their roles. First, strings appear at the beginning and the end: Lists and tuples are used in the middle, but for different purposes.
A list is typically a sequence of objects all having the same type, of arbitrary length. We often use lists to hold sequences of words. In contrast, a tuple is typically a collection of objects of different types, of fixed length.
We often use a tuple to hold a record, a collection of different fields relating to some entity. This distinction between the use of lists and tuples takes some getting used to, so here is another example: An individual entry is represented as a tuple because it is a collection of objects with different interpretations, such as the orthographic form, the part of speech, and the pronunciations represented in the SAMPA computer-readable phonetic alphabet http: Note that these pronunciations are stored using a list.
Note A good way to decide when to use tuples vs lists is to ask whether the interpretation of an item depends on its position. For example, a tagged token combines two strings having different interpretation, and we choose to interpret the first item as the token and the second item as the tag.
Thus we use tuples like this: In contrast, the elements of a text are all tokens, and position is not significant. Thus we use lists like this: The linguistic meaning of the words might be different, but the interpretation of list items as tokens is unchanged.
The distinction between lists and tuples has been described in terms of usage.
However, there is a more fundamental difference: In other words, lists can be modified, while tuples cannot.Task. Sort an array (or list) elements using the quicksort algorithm. The elements must have a strict weak order and the index of the array can be of any discrete type.
For languages where this is not possible, sort an array of integers. Like QuickSort, Merge Sort is a Divide and Conquer algorithm.
It divides input array in two halves, calls itself for the two halves and then merges the two sorted halves. The merge() function is used for merging two halves.
The merge(arr, l, m, r) is key process that assumes that arr[l..m] and arr. I have read so many sorting algorithms over the year but i never seriously gave a thought to as which one is the fastest. I know which ones are faster but not the fastest.
Program: Implement quick sort in java. Quicksort or partition-exchange sort, is a fast sorting algorithm, which is using divide and conquer algorithm. a is placed on the first iteration of the loop.
Assuming randrange generates integers with uniform probability in the appropriate range, the original a has 1/n probability of being swapped with any element (including itself), so the resultant a has a 1/n chance of being any element from the original a, which is what we want..
a is placed on the second iteration of the loop. The first column specifies the sorting algorithm. Each row has pairs of numbers, one pair for each input data distribution type.
They represent the amount of comparisons and assignments the algorithm needed (in average) to sort the array once.