c - Shared Data in pthread Programming -


there's i'm still not sure in pthread programming. , i'll appreciate if can tell me absolute answer.

my previous question here: how assign array variable in simple pthread programming?

and now, i'm working on matrix multiplication. works using this:

typedef struct {     int rowidx;     int (*mata)[size], (*matb)[size], (*matc)[size]; } newtype;   int main (){     int matriksa[size][size];     int matriksb[size][size];     int matriksc[size][size];      (i=0;i<num_thread;i++) {          (*block).rowidx = i;          (*block).mata = matriksa;          (*block).matb = matriksb;          (*block).matc = matriksc;          pthread_create(&arrthread[i], null, matrixmul, (void *)block);          block++;     } }  void *matrixmul(void *x){     newtype *p = (newtype *) x;     int = (*p).rowidx;     int j,k;     (j=0;j<size;j++){         int result = 0;         for(k=0;k<size;k++){             int maik = (*p).mata[i][k];             int mbkj = (*p).matb[k][j];             result = result + (maik*mbkj);         }         (*p).matc[i][j] = result;     }     pthread_exit(null); } 

the matrixmul doing matrix multiplication matc = mata x matb.

i tried using struct before didn't work.

typedef struct {     int rowidx;     int **mata, **matb, **matc; } newtype;  

apparently i've read, variable array can considered pointer holds address of first element in array. 2-dimensional array, must tell compiler size of column. must use (*mata)[size] instead of **mata in typedef struct.

but i'm still not sure doing there. did copy 2d-array 2d-array assigning pointer or what? kinda confusing....lol...

my next questions regarding these lines:

(*block).mata = matriksa; (*block).matb = matriksb; (*block).matc = matriksc; 
  1. what happened there? each block variable in code above has own copy of matrix data? or share having pointer refer same location in memory means mata, matb, , matc behave static variable (as in object oriented programming)? in other words, there 1 copy of mata, matb, , matc; , threads access shared data simultantly? or there many copies of 'mata's, , each of them has own different allocation in ram?

  2. same question first post, happened behind these lines? (*z).arra = arraya; (*z).arrb = arrayb; (*z).arrc = arrayc;

  3. are codes above efficient enough task (array addition , matrix multiplication)? or there way more efficient memory-allocation point of view?

@code-guru: there i've posted new question.

the basic problem in threaded programming make sure there no possibility of 2 separate threads trying modify data @ same time, or read data thread might modifying. (if there no danger data might modified, ok 2 threads read same non-changing data @ same time.)

applied matrix multiplication problem, threads going read matrix , matrix b, don't have control access variables — assuming initialized before launch threads.

on other hand, result matrix c, being accessed write, either have sure have partitioned workload no 2 threads ever access same elements (they working on disjoint subsets of matrix c), or have coordinate access 1 thread modifying given cell @ given time, , you've enforced mutual exclusion (a mutex) or equivalent.

your questions

you've not shown how block defined, amongst other things. helpful if show sscce (short, self-contained, correct example), 1 show below. saves having reverse-engineer code fragment working code. done properly, not take space. (an earlier edition of answer went off on tangent because code not complete!)

in original, created num_thread threads process size x size matrices. since didn't show definition of size or num_thread, have assume 2 sizes equal. various different recipes disaster available depending on relative sizes of 2 constants.

  1. the threads being given same matrices work on, asking about. each thread has pointer same memory.

  2. assuming (*z).arra = arraya; refer (*block).arra = matriksa; assignment, you're assigning pointer array of size integers block->arra (which equivalent (*block).arra). that's little contorted, legitimate. you'll need careful using that.

  3. you ask if code efficient enough. first sub-question: produce correct answer (and guaranteed)? i'm not yet sure that. however, if each thread working on 1 column of result matrix, should safe enough.

sscce

this code uses c99 constructs. won't compile under c89.

#include <stdio.h> #include <pthread.h>  enum { size = 3 };  typedef struct {     int   rowidx;     int (*mata)[size];     int (*matb)[size];     int (*matc)[size]; } newtype;   extern void *matrixmul(void *);  static void print_matrix(const char *tag, int d1, int d2, int matrix[d1][d2]) {     printf("%s: (%d x %d)\n", tag, d1, d2);     (int = 0; < d1; i++)     {         printf("%d:", i);         (int j = 0; j < d2; j++)             printf(" %6d", matrix[i][j]);         putchar('\n');     } }  int main(void) {     int matriksa[size][size] = { {  1,  2,  3 }, {  4,  5,  6 }, {  7,  8,  9 } };     int matriksb[size][size] = { { 11, 12, 13 }, { 14, 15, 16 }, { 17, 18, 19 } };     int matriksc[size][size];     newtype  thedata[size];     newtype *block = thedata;     pthread_t arrthread[size];      (int = 0; < size; i++)     {          block->rowidx = i;          block->mata = matriksa;          block->matb = matriksb;          block->matc = matriksc;          //matrixmul(block);          pthread_create(&arrthread[i], null, matrixmul, block);          block++;     }      (int = 0; < size; i++)         pthread_join(arrthread[i], 0);      print_matrix("matrix a", size, size, matriksa);     print_matrix("matrix b", size, size, matriksb);     print_matrix("matrix c", size, size, matriksc); }  void *matrixmul(void *x){     newtype *p = (newtype *) x;     int = p->rowidx;     (int j = 0; j < size; j++)     {         int result = 0;         for(int k = 0; k < size; k++)         {             int maik = p->mata[i][k];             int mbkj = p->matb[k][j];             result += maik * mbkj;         }         p->matc[i][j] = result;     }     //pthread_exit(null);     return(0); } 

you might note i've added matrix printing function (and used it). added sample data pair of 3x3 matrices, , i've verified answer correct. did testing in 2 steps:

  1. check single-threaded version of code produced correct answer.
  2. add threading.

if step 1 produced wrong answer, know you've got basic calculations fix; isn't thread-induced problem (because there 1 thread!). fortunately, produces right answer. adding threading simple.

output

$ ./ta matrix a: (3 x 3) 0:      1      2      3 1:      4      5      6 2:      7      8      9 matrix b: (3 x 3) 0:     11     12     13 1:     14     15     16 2:     17     18     19 matrix c: (3 x 3) 0:     90     96    102 1:    216    231    246 2:    342    366    390 $  

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