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write a general-purpose tree-drawing program that will convert a tree into the following graph-assembler instructionsa
the larger binary trees in this chapter were generated automatically by a program this was done by assigning an xnbspy
1 write a function to generate the avl tree of heightnbsphnbspwith fewest nodes what is the running time of your
1 design a recursive linear-time algorithm that tests whether a binary tree satises the search tree order property at
1 write a program to perform random operations on splay trees count the total number of rotations performed over the
1 show the result of inserting 2 1 4 5 9 3 6 7 into an initially empty avl tree2 keys 1 2nbspnbsp 2knbsp- 1 are
1 redo the binary search tree class to implement lazy deletion note carefully that this affects all of the routines
write a program to evaluate empirically the following strategies for removing nodes with two childrena replace with the
suppose you want to perform an experiment to verify the problems that can be caused by random insertremove pairs here
suppose we have a pointer to a node in a singly linked list that is guaranteed not to be the last node in the list we
one way to implement a queue is to use a circular linked list in anbspcircular linkednbsplist the last nodes next
1 efciently implement a stack class using a singly linked list with no header or tail nodes2 efciently implement a
1 write an algorithm for printing a singly linked list in reverse using only constant extra space this instruction
1 write a program to evaluate a postx expression2 a write a program to convert an inx expression that includes -
looking ahead in an stl iterator requires an application of operator which in turn advances the iterator in some cases
1 given two sorted listsnbspl1 andnbspl2 write a procedure to computenbspl1 cupnbspl2 using only the basic list
the inner loop of the cubic maximum subsequence sum algorithm performs nn1n26 iterations of the innermost code the
1 why is it important to assume that integers in our computer model have a nbspxed size2 consider the word puzzle
1 the input is an n by n matrix of numbers that is already in memory each individ- ual row is increasing from left to
programs a and b are analyzed and found to have worst-case running times no greater than 150n log2 n and n2
1 the sieve of eratosthenes is a method used to compute all primes less thannbspn we begin by making a table of
1 the maximum contiguous subsequence sum algorithms in the text do not give any indication of the actual sequence
1 give efcient algorithms along with running time analyses toa find the minimum subsequence sumb find the
an algorithm takes 05 ms for input size 100 how long will it take for input size 500 if the running time is the
suppose you need to generate anbsprandomnbsppermutation of the rstnbspnnbspintegers for example 4 3 1 5 2 and 3 1 4 2 5