safemalloc | A safe wrapper for alloc/free functions
kandi X-RAY | safemalloc Summary
kandi X-RAY | safemalloc Summary
A two-files library wrapper for [m,c,re]alloc/free functions that intends to a be safer replacement.
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QUESTION
I have some dificulties in creating the following array. My task is to fill using recursion a 2D array with all the possible combinations of 0 and 1 taken m times in lexical order. Mathematically speaking there are 2 ^ m combinations.My program just fills the first 3 rows of the array with the same order 0 1 0 1 and then just prints for the rest of the rows 0 0 0 0.
Example m=4
...ANSWER
Answered 2017-Oct-30 at 06:11You want all the possible (2^m)
combinations of 0's
and 1's
taken m
times in lexical order and you are using a 2D array to store the result.
Things would be very easy if you just want to print all the possible combination of 0's
and 1's
instead of storing it in 2D array and printing array later.
Storing a combination of 0's
and 1's
to 2D array is a little bit tricky as every combination is one element of your 2D array.
You want to generate the combination of 0's
and 1's
in accordance with the recursive algorithm.
So, let's say, at some stage if your algorithm generates the combination 0010 which is stored in an element in 2D array.
And the next combination would be 0011 which the recursive algorithm will generate just by changing the last number from 0 to 1 in the last combination (0010).
So, that means everytime when a combination is generated, you need to copy that combination to its successive location in 2D array. For e.g. if 0010 is stored at index 2 in 2D array before the algorithm starts computing the next combination, we need to do two things:
- Copy the elements of index 2 to index 3
- Increase the row number so that last combination will be intact
(Say, this is 2D array)
|0|0|0|0| index 0
|0|0|0|1| index 1
|0|0|1|0| index 2 ---> copy this to its successive location (i.e. at index 3)
|0|0|1|1| index 3 ---> Last combination (index 2) and the last digit is changed from 0 to 1
.....
.....
.....
This we need to do for after every combination generated. Now, I hope you got where you are making the mistake.
Few practice good to follow:
If you want to allocate memory as well as initialized it with 0, use
calloc
instead ofmalloc
.Any math function you are calling again and again for the same input, it's better to call it once and store the result in a variable and use that result where ever required.
Do not include any header file which is not required in your program.
Once done, make sure to free the dynamically allocated memory in your program.
I have made the corrections in your program:
QUESTION
I am trying to solve a maze using backtracking in C. To solve the maze the following rules:
- You begin from the position of S and need to go towards E
- You can only go on '.' path
- Convert all the '.' into '#' including S and E
The input consists of a m x n matrix: Input example:
...ANSWER
Answered 2017-Oct-24 at 05:58I would suggest to use BFS because
- BFS will find the shortest solution.
- DFS handles certain mazes very very poorly.
Here is short description of BFS for your case:
- Find 'S' in your maze and add it into queue
- While queue is not empty check get element from queue. Replace element with "#". If element is E, you are done. Check neighbours(up, down, left right) of the element, if they are ".", then add into queue.
- If queue is empty and E not found, then there is no direct path from S to E
QUESTION
Description of the problem : Compute the number of all the sequences which go up down from some input n. So the user input n; with that n then I create an array of numbers 1..n and then number the sequences with that property
Example: n = 4
ANSWER
Answered 2017-Oct-19 at 11:21if you call tab(n,k) the number of updown sequence of length n with k being the last number in your sequence, you can write a recursive formula and implement it like that:
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