Hello,
Can we say that the return addresses from the various malloc function
calls, in a program, will always be in a predefined order (increasing
or decreasing, depeding on how the heap is managed) ?
regards
Manu
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In C, if it is a struct, each member will be next to (after any
necessary padding), the next member. Same for arrays.
Anything else is not guaranteed. iirc
You can test what memory addresses are being allocated, of course, and
I'm sure you'll find adjacent order, AT FIRST, before any memory
On 3/7/06, Manu [EMAIL PROTECTED] wrote:
Can we say that the return addresses from the various malloc function
calls, in a program, will always be in a predefined order (increasing
or decreasing, depeding on how the heap is managed) ?
Nope. The C99 standard says (section 7.20.3):
The order
pls. send a copy to me too.. .
On 3/7/06, §ågãr Guptã [EMAIL PROTECTED] wrote:
plz send it to me also. wud be really grateful.
thanks
sagar
On 3/7/06, jsshah
[EMAIL PROTECTED] wrote:
I have emailed you the book in pdf format to your gmail account ...enjoy ... the book is considered the best
Just curious, what's the name of this book?
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I think your data structure and the algorithm can not deal with a large
amount of nodes and edges.
The connectivity algorithms explained in Algorithms in C I~IV by Robert
may solve this problem, too.
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hi guys need help..please
1. each student in a group of n students is scheduled to work one
shift, where each shift is a single congiguous interval of time. there
can be multiple shifts going on at once. devise an effiecient algorithm
to choose a smallest subset of these n students to form a
Hi jatin,
why not send the book to the group
vinodh
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i believe for the second problem it is enough to sort them using
quicksort method in O(nlgn) but retain a vector with initial
positions(wich after quicksort is applied will be a permutation vector
of the original one).
Now you have to find out number of pairs (ai,aj) with ij and
ai2aj.
Now this
Finding ah...isnt that simple... you have to do a binary search for
it... that means
that if you're on step j in the for above...you will have to do
(n-j)lg(n-j)computations
well...I think it would bring the algorithm to a total of O(sum from
j=0 to n of (n-j)lg(n-j)
O(n^2lgn)
if anyone can
store in whatever you like,be it father/son vector,vector of double
linked lists,matrix of adjacency,whatever.it is true you only have to
walk from node 1 to 6 in all the ways possible.
Now to do this it is true that you can use what was suggested a depth
first search.
And what you have to do
Dhyanesh im not very sure about previous permuatation
The question is.
Is the prev_permutation() smaller in lexicographic order from the
current one ?
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hi all,
sorry for reposting but i have many different problems so i thought
will put all seperatly..
Q.
each student in a group of n students is scheduled to work one
shift, where each shift is a single congiguous interval of time. there
can be multiple shifts going on at once. devise an
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