Writing a Sudoku Program

At this address, there is an implementation in C and another in Python.
It was done by Rusty Russell (the main designer of the Linux Firewall)
http://ozlabs.org/~rusty/index.cgi/tech/2005-06-20.html

Good luck, it looks complex...

A graphical interface in Delphi seems like a good choice to me...

Good evening everyone.

So I've created a small website, and to attract visitors I would like to include a Sudoku game. How can I do that?

Thank you in advance for your replies.

Hello

So for the language, I would say you can do it in any of them, but since I'm an advocate of C and Java, I can only recommend those two. For C you have the DevC++ compiler which is free ( http://www.bloodshed.net ), and for Java you have the Eclipse compiler, also free ( http://www.eclipse.org ).

I also recommend the site http://www.cppfrance.com , which has C++ sources on Sudoku solving. I think you can get inspired by it to create your program and even improve the algorithm

Good night

Hello,

I coded an HTML/JavaScript page to help me solve Sudoku:
http://www.larmoire.info/jeux/sudoku/ (very CPU-intensive at startup)

The C++ version: http://www.larmoire.info/jeux/sudoku/sudoku.cpp
compiled with djgpp (a gcc for Windows) or gcc under Linux
the interface is command-line based

then a layer on top of the excellent site https://www.hugedomains.com/domain_profile.cfm?d=koalog&e=com
which has the downside of displaying incorrectly placed numbers compared to the solution and not those which break the rules,
http://www.larmoire.info/jeux/sudoku/koalog.tcl

Well, actually, I would like to know where to learn programming, but when I say learn, I don't mean a tutorial; I mean something after which I could manage on my own!

Here is the code of the solver (excluding the GUI):

/*====================================================================================== SUDOKU ==

Global:

kuMain main grid

Basic operations:

gridClear
gridCopy
cellDisplay part of gridDisplay
gridDisplay show a grid
gridGet read and check the displayed grid

Grid computing:

gridCheck checks if a grid is valid
gridPossible preliminary computatiion for solving
gridExtract partial solve
gridFill partial solve
gridSolve recursive solve the input grid

Other functions:

msg

Functions not included in this listing:

fileI/O
user interface
================================================================================================*/

#include <windows.h>
#include <stdlib.h>
#include <stdio.h>
#include <string.h>
#include <stdarg.h>

#define STD 2
#define ERR 1
#define FATAL 0

#define SINGLE 1
#define SHOW 2
#define SEARCH 4

#define N 3 /* SUDOKU dimension */
#define N2 (N * N)
#define N4 (N2*N2)

#define SOLMAX 10 /* maximum number of solutions */

/* sudoku grid definition */
typedef char KU[N2][N2][N2+1] ; /* if KU[row][col][0] > 0 it is the defined value */
/* else KU[row][col][val]= 1 if val is a possible value */
KU kuMain ;

int gridCheck(KU ku) ;

/*----------------------------------------------------------------------------------------------*/
void msg(int mask, char *fmt,...) /* show std, error or fatal message */
/*----------------------------------------------------------------------------------------------*/
{
char s[1024] = "" ; /* buffer for building the error message */
int s1 = 0 ; /* character or message count */
va_list ap ;

if (mask == ERR)
{
Beep() ;
s1 = sprintf(s, "%s", "** ERROR ** ") ;
}

va_start(ap, fmt) ; /* build the error message */
vsprintf(s + s1, fmt, ap) ;
va_end(ap) ;

/* display message */

switch (mask)
{
case STD :
case ERR :
break ;
case FATAL :
/* display fatal message */
exit(1) ;
}
}

/*===================================================================== BASIC OPERATION & I/O ==*/

/*----------------------------------------------------------------------------------------------*/
void gridClear(KU ku) /* clear only the visible part */
/*----------------------------------------------------------------------------------------------*/
{
int r, c ;
for (r = 0 ; r < N2 ; r++)
for (c = 0 ; c < N2 ; c++)
ku[r][c][0] = 0 ;
}

/*----------------------------------------------------------------------------------------------*/
void gridCopy(KU kuSrc, KU kuDest) /* copy grid kuSrc to kuDest */
/*----------------------------------------------------------------------------------------------*/
{
int r, c ;
for (r = 0 ; r < N2 ; r++)
for (c = 0 ; c < N2 ; c++)
kuDest[r][c][0] = kuSrc[r][c][0] ;
}

/*----------------------------------------------------------------------------------------------*/
void cellDisplay(int r, int c, int v, int bold)
/*----------------------------------------------------------------------------------------------*/
{
char s[2] = " " ;
int color ;
s[0] = v + '0' ;
if (s[0] == '0') s[0] = '\0' ;

/* display text s in the cell at column c and row r */
/* text attribute: bold */
}

/*----------------------------------------------------------------------------------------------*/
void gridDisplay(KU ku) /* display grid on UIR */
/*------------------------------------------------------------------------------------------------
This function displays the source grid (kuMain) with bold characters.
If the solution (ku) is defined (not null), it is displayed with normal characters.
------------------------------------------------------------------------------------------------*/
{
int r, c, v ;
for (r = 0 ; r < N2 ; r++)
for (c = 0 ; c < N2 ; c++)
{
char k = kuMain[r][c][0] ; /* source grid */
int bold = 1 ;
cellDisplay(r, c, k, 1) ;
if (ku && k == 0) /* filled data */
{
k = ku[r][c][0] ;
bold = 0 ;
}
cellDisplay(r, c, k, bold) ;
}
}

/*----------------------------------------------------------------------------------------------*/
int gridGet(KU ku) /* get grid from UIR - result = same as gridCheck() */
/*----------------------------------------------------------------------------------------------*/
{
int e, r, c ;

gridClear(ku) ;
for (r = 0 ; r < N2 ; r++)
for (c = 0 ; c < N2 ; c++)
{
char s[16] ;
int ic ;

/* get the text of the cell at column c and row r */
switch (strlen(s))
{
case 0 :
ic = 0 ;
break ;
case 1 :
ic = s[0] - '0' ;
if (ic >= 1 && ic <= N2) break ;
default :
msg(ERR, "Invalid cell") ;
return -1 ;
}
ku[r][c][0] = ic ;
}

e = gridCheck(ku) ;
if (e < 0)
msg(ERR, "Invalid grid") ;
return e ;
}

/*============================================================================ GRID COMPUTING ==*/

/*----------------------------------------------------------------------------------------------*/
int gridCheck(KU ku) /* check if a grid is valid */
/*------------------------------------------------------------------------------------------------
This function returns the number of defined cells, and -1 if the grid is not valid.
------------------------------------------------------------------------------------------------*/
{
int b, r, c, rf, cf, v ;
int count[N2 + 1] ; /* index = 1..N2 */
int defined = 0 ;

for (r = 0 ; r < N2 ; r++) /* check values */
for (c = 0 ; c < N2 ; c++)
{
v = ku[r][c][0] ;
if (v < 0 || v > N2)
return -1 ;
if (v > 0)
defined++ ;
}

for (r = 0 ; r < N2 ; r++) /* process rows */
{
for (v = 1 ; v <= N2 ; v++) count[v] = 0 ; /* reset counts */
for (c = 0 ; c < N2 ; c++) /* count defined */
if (v = ku[r][c][0]) count[v]++ ;
for (v = 1 ; v <= N2 ; v++) /* check counts */
if (count[v] > 1)
return -1 ;
}

for (c = 0 ; c < N2 ; c++) /* process columns */
{
for (v = 1 ; v <= N2 ; v++) count[v] = 0 ; /* reset counts */
for (r = 0 ; r < N2 ; r++) /* count defined */
if (v = ku[r][c][0]) count[v]++ ;
for (v = 1 ; v <= N2 ; v++) /* check counts */
if (count[v] > 1)
return -1 ;
}

for (b = 0 ; b < N2 ; b++) /* process blocks */
{
int r1 = N * (b / N) ;
int c1 = (N * b) % N2 ;
for (v = 1 ; v <= N2 ; v++) count[v] = 0 ; /* reset counts */
for (c = c1 ; c < c1 + N ; c++) /* count defined */
for (r = r1 ; r < r1 + N ; r++)
if (v = ku[r][c][0]) count[v]++ ;
for (v = 1 ; v <= N2 ; v++) /* check counts */
if (count[v] > 1)
return -1 ;
}

return defined ; /* grid is valid */
}

/*----------------------------------------------------------------------------------------------*/
int gridPossible(KU ku) /* set and count the possible values */
/*----------------------------------------------------------------------------------------------*/
{
int r, c, v ;
int possible = 0 ; /* counter */

for (r = 0 ; r < N2 ; r++)
for (c = 0 ; c < N2 ; c++)
{
int r1, c1, r2, c2 ;

if (ku[r][c][0]) /* case defined cell */
{
for (v = 1 ; v <= N2 ; v++) /* none are possible */
ku[r][c][v] = 0 ;
continue ;
}

for (v = 1 ; v <= N2 ; v++) /* at first: all are possible */
ku[r][c][v] = 1 ;
for (c1 = 0 ; c1 < N2 ; c1++) /* process row */
{
if (v = ku[r][c1][0])
ku[r][c][v] = 0 ;
}
for (r1 = 0 ; r1 < N2 ; r1++) /* process column */
{
if (v = ku[r1][c][0])
ku[r][c][v] = 0 ;
}
c1 = N * (c / N) ; /* process block */
c2 = c1 + N ;
for ( ; c1 < c2 ; c1++)
{
r1 = N * (r / N) ;
r2 = r1 + N ;
for ( ; r1 < r2 ; r1++)
{
if (v = ku[r1][c1][0])
ku[r][c][v] = 0 ;
}
}
for (v = 1 ; v <= N2 ; v++) /* count the number of possibles */
if (ku[r][c][v]) possible++ ;
}

return possible ;
}

/*----------------------------------------------------------------------------------------------*/
int gridExtract(KU ku) /* extract single possible values */
/*------------------------------------------------------------------------------------------------
Result is the number of found values, or -1 if error
------------------------------------------------------------------------------------------------*/
{
int r, c, v ;
for (r = 0 ; r < N2 ; r++)
for (c = 0 ; c < N2 ; c++)
{
int found = 0 ;
if (ku[r][c][0]) continue ; /* skip defined cells */

for (v = 1 ; v <= N2

I found a really cool free 3D sudoku game: http://sudoku-3d.com I think it should help you :-)

Just missing the little starting library, but otherwise it looks interesting.

Hello
thank you for your response....but I poorly stated my problem and I apologize for that!
I will therefore restate my problem trying to be clearer
1) can you tell me what is, in your opinion, the most suitable language for these different constraints:
- free compiler to download
- for Windows XP PC
- Possibility to display a grid (for my SUDOKU)
to enter numbers in it, and retrieve them in my program
- possibility to display the completed grid with different numbers
- easy learning of the language and free documentation
if possible in FRENCH!!

Maybe I'm asking too much and I apologize!!

Thank you all for reading me!
see you soon

Uh, so they gave you the answer a bit, the constraints are a bit strange, because you can also do graphical display in C, Java, Python, or others. Free compilers exist for Java, C, Python, Delphi, Pascal as well. I think after that it’s up to you to choose. But for me, creating an interface is simpler in Java than in C anyway. For the other languages, I don't know. For tutorials on all these languages in French, I recommend the site http://www.developpez.com

There you go.

Hello, I need to create a Sudoku solver in C, but the problem is that I don't know where to start. Do you have an algorithm to share with me?

Thank you!

I wrote a Sudoku solver
I used VBA with an Excel interface
For the algorithms, see Wikipedia
The simplest one to program is quite easy, you construct a 9x9 array in which you put "123456789"
You add the constraints, so if a 1 is given at (1,1), you replace "123456789" with "1"
You propagate the constraints across rows, columns, and squares for all cells (?,1) different from (1,1) by removing "1" from "123456789", and for all cells (1,?) you do the same, continuing with the cells from (1,1) to (3,3)
You revisit the grid from the beginning as long as it evolves
Then you take into account the implicit constraints: one number per column, per row, per square, and their combinations
This model must iterate as long as the grid is evolving
At this point, either the grid is complete (all easy grids are solved with fewer numbers entered than the problem provides)
Otherwise, the most fruitful approach is to proceed by trial and error starting from the remaining pairs

--
Isn't life beautiful?

Hello,

http://phpsudo.free.fr

Open source Sudoku in PHP and JavaScript. Grids of 4*4, 6*6, 8*8, 9*9, 10*10, 12*12, 14*14, and 16*16 with numbers and letters! Unique solution, unlimited grids, and 3 difficulty levels... Stay tuned...

I think it's pretty good.

I'm asking you to help me write a program to solve a Sudoku grid in Python
and thank you.