Beispiel #1
0
/* try to get the module's context, returns a PAM status code */
static int ctx_get(pam_handle_t *pamh,const char *username,struct pld_ctx **pctx)
{
  struct pld_ctx *ctx=NULL;
  int rc;
  /* try to get the context from PAM */
  rc=pam_get_data(pamh,PLD_CTX,(const void **)&ctx);
  if ((rc==PAM_SUCCESS)&&(ctx!=NULL))
  {
    /* if the user is different clear the context */
    if ((ctx->user!=NULL)&&(strcmp(ctx->user,username)!=0))
      ctx_clear(ctx);
  }
  else
  {
    /* allocate a new context */
    ctx=calloc(1,sizeof(struct pld_ctx));
    if (ctx==NULL)
    {
      pam_syslog(pamh,LOG_CRIT,"calloc(): failed to allocate memory: %s",strerror(errno));
      return PAM_BUF_ERR;
    }
    ctx_clear(ctx);
    /* store the new context with the handler to free it */
    rc=pam_set_data(pamh,PLD_CTX,ctx,ctx_free);
    if (rc!=PAM_SUCCESS)
    {
      ctx_free(pamh,ctx,0);
      pam_syslog(pamh,LOG_ERR,"failed to store context: %s",pam_strerror(pamh,rc));
      return rc;
    }
  }
  /* return the context */
  *pctx=ctx;
  return PAM_SUCCESS;
}
Beispiel #2
0
int
main(void)
{
    int i;
    flint_rand_t state;

    printf("init/ clear... ");
    fflush(stdout);

    _randinit(state);

    /* Unmanaged element type (long) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        double d;
        ctx_t ctx;
        mat_coo_t A;

        m = n_randint(state, 100) + 1;
        n = n_randint(state, 100) + 1;
        d = (double) n_randint(state, 101) / (double) 100;

        ctx_init_long(ctx);
        mat_coo_init(A, m, n, ctx);

        mat_coo_randtest(A, state, d, ctx);

        mat_coo_clear(A, 1, ctx);
        ctx_clear(ctx);
    }

    /* Managed element type (mpq_t) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        double d;
        ctx_t ctx;
        mat_coo_t A;

        m = n_randint(state, 100) + 1;
        n = n_randint(state, 100) + 1;
        d = (double) n_randint(state, 101) / (double) 100;

        ctx_init_mpq(ctx);
        mat_coo_init(A, m, n, ctx);

        mat_coo_randtest(A, state, d, ctx);

        mat_coo_clear(A, 1, ctx);
        ctx_clear(ctx);
    }

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
Beispiel #3
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    _randinit(state);

    {
        const char *str = 
            "3  [5 0 0] [0 5 0] [0 0 5] (2  0 1)[1 1 3]";
        const long n = atoi(str) - 1;

        mpoly_t P;
        ctx_t ctxFracQt;
        qadic_ctx_t Qq;
        fmpz_t p  = {3L};
        long d    = 40;
        qadic_t t1;
        prec_t prec, prec_in;

/*
prec_in.N0   = 9;
prec_in.N1   = 9;
prec_in.N2   = 9;
prec_in.N3   = 13;
prec_in.N3i  = 14;
prec_in.N3w  = 23;
prec_in.N3iw = 22;
prec_in.N4   = 18;
prec_in.m    = 29;
prec_in.K    = 178;
prec_in.r    = 0;
prec_in.s    = 0;
 */

        ctx_init_fmpz_poly_q(ctxFracQt);
        qadic_ctx_init_conway(Qq, p, d, 1, 1, "X", PADIC_SERIES);

        qadic_init2(t1, 1);
        qadic_gen(t1, Qq);

        mpoly_init(P, n + 1, ctxFracQt);
        mpoly_set_str(P, str, ctxFracQt);

        frob(P, ctxFracQt, t1, Qq, &prec, NULL, 1);

        qadic_clear(t1);
        mpoly_clear(P, ctxFracQt);
        ctx_clear(ctxFracQt);
        qadic_ctx_clear(Qq);
    }

    _randclear(state);
    _fmpz_cleanup();
    return EXIT_SUCCESS;
}
Beispiel #4
0
static void
ctx_fini(krb5_db2_context *dbc)
{
    if (dbc->db_lf_file != -1)
        (void) close(dbc->db_lf_file);
    if (dbc->policy_db)
        (void) osa_adb_fini_db(dbc->policy_db, OSA_ADB_POLICY_DB_MAGIC);
    ctx_clear(dbc);
    free(dbc);
}
Beispiel #5
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    _randinit(state);

    /*
        A generic sextic curve.
     */

    {
        const char *str = 
            "3  [6 0 0] [0 6 0] [0 0 6] "
            "(2  0 -1)[5 1 0] (2  0 7)[5 0 1] (2  0 2)[1 5 0] (2  0 1)[0 5 1] (2  0 2)[1 0 5] (2  0 1)[0 1 5] "
            "(2  0 2)[4 2 0] (2  0 2)[4 0 2] (2  0 3)[2 4 0] (2  0 1)[0 4 2] (2  0 3)[2 0 4] (2  0 1)[0 2 4] "
            "(2  0 3)[4 1 1] (2  0 3)[1 4 1] (2  0 1)[1 1 4] "
            "(2  0 -1)[3 3 0] (2  0 -2)[3 0 3] (2  0 4)[0 3 3] "
            "(2  0 2)[3 2 1] (2  0 1)[3 1 2] (2  0 -1)[2 3 1] (2  0 1)[1 3 2] (2  0 2)[2 1 3] (2  0 1)[1 2 3] "
            "(2  0 1)[2 2 2]";
        const long n = atoi(str) - 1;

        mpoly_t P;
        ctx_t ctxFracQt;
        qadic_ctx_t Qq;
        fmpz_t p  = {5L};
        long d    = 1;
        qadic_t t1;
        prec_t prec, prec_in;

        ctx_init_fmpz_poly_q(ctxFracQt);
        qadic_ctx_init_conway(Qq, p, d, 1, 1, "X", PADIC_SERIES);

        qadic_init2(t1, 1);
        qadic_set_ui(t1, 2, Qq);

        mpoly_init(P, n + 1, ctxFracQt);
        mpoly_set_str(P, str, ctxFracQt);

        frob(P, ctxFracQt, t1, Qq, &prec, NULL, 1);

        qadic_clear(t1);
        mpoly_clear(P, ctxFracQt);
        ctx_clear(ctxFracQt);
        qadic_ctx_clear(Qq);
    }

    _randclear(state);
    _fmpz_cleanup();
    return EXIT_SUCCESS;
}
Beispiel #6
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    _randinit(state);

    /*
        A quartic surface from Example 4.2.1 in [AKR].

        TODO:  This currently still fails!
     */

    {
        const char *str = 
            "4  (2  2 -1)[4 0 0 0] [0 4 0 0] [0 0 4 0] [0 0 0 4] "
            "(2  0 -1)[0 1 3 0] (2  0 1)[1 1 2 0] (2  0 1)[1 1 1 1] "
            "(2  0 1)[2 1 1 0] (2  0 -1)[2 1 0 1] (2  0 1)[1 0 3 0] (2  0 -1)[1 0 2 1]";

        const long n = atoi(str) - 1;

        mpoly_t P;
        ctx_t ctxFracQt;
        qadic_ctx_t Qq;
        fmpz_t p  = {3L};
        long d    = 2;
        qadic_t t1;
        prec_t prec, prec_in;

        ctx_init_fmpz_poly_q(ctxFracQt);
        qadic_ctx_init_conway(Qq, p, d, 1, 1, "X", PADIC_SERIES);

        qadic_init2(t1, 1);
        qadic_gen(t1, Qq);

        mpoly_init(P, n + 1, ctxFracQt);
        mpoly_set_str(P, str, ctxFracQt);

        frob(P, ctxFracQt, t1, Qq, &prec, NULL, 1);

        qadic_clear(t1);
        mpoly_clear(P, ctxFracQt);
        ctx_clear(ctxFracQt);
        qadic_ctx_clear(Qq);
    }

    _randclear(state);
    _fmpz_cleanup();
    return EXIT_SUCCESS;
}
Beispiel #7
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    _randinit(state);

    {
        const char *str = 
            "4  [5 0 0 0] [0 5 0 0] [0 0 5 0] [0 0 0 5] (2  0 1)[2 1 1 1]";
        const long n = atoi(str) - 1;

        mpoly_t P;
        ctx_t ctxFracQt;
        qadic_ctx_t Qq;
        fmpz_t p  = {2L};
        long d    = 10;
        qadic_t t1;
        prec_t prec, prec_in;

        ctx_init_fmpz_poly_q(ctxFracQt);
        qadic_ctx_init_conway(Qq, p, d, 1, 1, "X", PADIC_SERIES);

        qadic_init2(t1, 1);
        qadic_gen(t1, Qq);

        mpoly_init(P, n + 1, ctxFracQt);
        mpoly_set_str(P, str, ctxFracQt);

        frob(P, ctxFracQt, t1, Qq, &prec, NULL, 1);

        qadic_clear(t1);
        mpoly_clear(P, ctxFracQt);
        ctx_clear(ctxFracQt);
        qadic_ctx_clear(Qq);
    }

    _randclear(state);
    _fmpz_cleanup();
    return EXIT_SUCCESS;
}
Beispiel #8
0
/* Set *dbc_out to the db2 database context for context.  If one does not
 * exist, create one in the uninitialized state. */
static krb5_error_code
ctx_get(krb5_context context, krb5_db2_context **dbc_out)
{
    krb5_db2_context *dbc;
    kdb5_dal_handle *dal_handle;

    dal_handle = context->dal_handle;

    if (dal_handle->db_context == NULL) {
        dbc = (krb5_db2_context *) malloc(sizeof(krb5_db2_context));
        if (dbc == NULL)
            return ENOMEM;
        else {
            memset(dbc, 0, sizeof(krb5_db2_context));
            ctx_clear(dbc);
            dal_handle->db_context = dbc;
        }
    }
    *dbc_out = dal_handle->db_context;
    return 0;
}
Beispiel #9
0
/* Initialize the lock file and policy database fields of dbc.  The db_name and
 * tempdb fields must already be set. */
static krb5_error_code
ctx_init(krb5_db2_context *dbc)
{
    krb5_error_code retval;
    char *polname = NULL, *plockname = NULL;

    retval = ctx_dbsuffix(dbc, SUFFIX_LOCK, &dbc->db_lf_name);
    if (retval)
        return retval;

    /*
     * should be opened read/write so that write locking can work with
     * POSIX systems
     */
    if ((dbc->db_lf_file = open(dbc->db_lf_name, O_RDWR, 0666)) < 0) {
        if ((dbc->db_lf_file = open(dbc->db_lf_name, O_RDONLY, 0666)) < 0) {
            retval = errno;
            goto cleanup;
        }
    }
    set_cloexec_fd(dbc->db_lf_file);
    dbc->db_inited++;

    retval = ctx_dbsuffix(dbc, SUFFIX_POLICY, &polname);
    if (retval)
        goto cleanup;
    retval = ctx_dbsuffix(dbc, SUFFIX_POLICY_LOCK, &plockname);
    if (retval)
        goto cleanup;
    retval = osa_adb_init_db(&dbc->policy_db, polname, plockname,
                             OSA_ADB_POLICY_DB_MAGIC);

cleanup:
    free(polname);
    free(plockname);
    if (retval)
        ctx_clear(dbc);
    return retval;
}
int
main(void)
{
    int i, j, result;
    flint_rand_t state;
    ctx_t ctx;

    printf("decompose_poly... ");
    fflush(stdout);

    _randinit(state);

    ctx_init_mpq(ctx);

    {
        mpoly_t P;

        mon_t *B;
        long *iB, lenB, l, u, k;
        long n, d;

        printf("\n");
        fflush(stdout);

        mpoly_init(P, 3, ctx);
        mpoly_set_str(P, "3  [3 0 0] [0 3 0] [0 0 3] (2)[1 1 1]", ctx);

        n = P->n - 1;
        d = mpoly_degree(P, -1, ctx);

        gmc_basis_sets(&B, &iB, &lenB, &l, &u, n, d);

        printf("P = "), mpoly_print(P, ctx), printf("\n");
        printf("n = %ld\n", n);
        printf("d = %ld\n", d);
        printf("l u = %ld %ld\n", l, u);
        printf("B = "), gmc_basis_print(B, iB, lenB, n, d), printf("\n");

        for (k = l + 1; k <= u + 1; k++)
        {
            mat_csr_t mat;
            mat_csr_solve_t s;
            mon_t *rows, *cols;
            long *p;

            mpoly_t *A, *D;

            p = malloc((n + 2) * sizeof(long));
            gmc_init_auxmatrix(mat, &rows, &cols, p, P, k, ctx);
            mat_csr_solve_init(s, mat, ctx);

            A = malloc((n + 1) * sizeof(mpoly_t));
            for (j = 0; j <= n; j++)
                mpoly_init(A[j], n + 1, ctx);

            D = malloc((n + 1) * sizeof(mpoly_t));
            for (j = 0; j <= n; j++)
                mpoly_init(D[j], n + 1, ctx);

            gmc_derivatives(D, P, ctx);

            printf("k = %ld\n", k);
            printf("[");
            for (i = 0; i < RUNS; i++)
            {
                mpoly_t poly1, poly2, poly3;
                char *zero;

                mpoly_init(poly1, n + 1, ctx);
                mpoly_init(poly2, n + 1, ctx);
                mpoly_init(poly3, n + 1, ctx);

                zero = malloc(ctx->size);
                ctx->init(ctx, zero);
                ctx->zero(ctx, zero);

                mpoly_randtest_hom(poly1, state, k * d - (n + 1), 20, ctx);
                for (j = iB[k]; j < iB[k + 1]; j++)
                    mpoly_set_coeff(poly1, B[j], zero, ctx);

                gmc_decompose_poly(A, poly1, s, rows, cols, p, ctx);

                for (j = 0; j <= n; j++)
                    mpoly_addmul(poly2, A[j], D[j], ctx);
                for (j = iB[k]; j < iB[k + 1]; j++)
                    mpoly_set_coeff(poly2, B[j], zero, ctx);

                if (!mpoly_is_zero(poly1, ctx))
                    printf("."), fflush(stdout);

                result = (mpoly_equal(poly1, poly2, ctx));
                if (!result)
                {
                    printf("FAIL:\n\n");
                    printf("poly1 = "), mpoly_print(poly1, ctx), printf("\n");
                    printf("poly2 = "), mpoly_print(poly2, ctx), printf("\n");
                    for (j = 0; j <= n; j++)
                        printf("D[%d] = ", j), mpoly_print(D[j], ctx), printf("\n");
                    for (j = 0; j <= n; j++)
                        printf("A[%d] = ", j), mpoly_print(A[j], ctx), printf("\n");
                    abort();
                }

                mpoly_clear(poly1, ctx);
                mpoly_clear(poly2, ctx);
                mpoly_clear(poly3, ctx);
                ctx->clear(ctx, zero);
                free(zero);
            }
            printf("]\n");

            mat_csr_clear(mat, ctx);
            mat_csr_solve_clear(s, ctx);
            free(rows);
            free(cols);
            free(p);

            for (j = 0; j <= n; j++)
                mpoly_clear(A[j], ctx);
            free(A);
            for (j = 0; j <= n; j++)
                mpoly_clear(D[j], ctx);
            free(D);
        }

        mpoly_clear(P, ctx);
        free(B);
        free(iB);
    }

    ctx_clear(ctx);

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
Beispiel #11
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    printf("inv... ");
    fflush(stdout);

    _randinit(state);

    /* Check aliasing */

    /* Managed element type (mpq_t) */
    for (i = 0; i < 50; i++)
    {
        long n;
        ctx_t ctx;
        mat_t A, B, C;
        long ansB, ansC;

        n = n_randint(state, 20) + 1;

        ctx_init_mpq(ctx);
        mat_init(A, n, n, ctx);
        mat_init(B, n, n, ctx);
        mat_init(C, n, n, ctx);

        mat_randtest(A, state, ctx);

        mat_set(B, A, ctx);
        ansC = mat_inv(C, B, ctx);
        ansB = mat_inv(B, B, ctx);

        result = ((ansB == ansC) && (!ansB || mat_equal(B, C, ctx)));
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("A: \n"), mat_print(A, ctx), printf("\n");
            printf("B: \n"), mat_print(B, ctx), printf("\n");
            printf("C: \n"), mat_print(C, ctx), printf("\n");
            printf("ansB = %ld\n", ansB);
            printf("ansC = %ld\n", ansC);
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        ctx_clear(ctx);
    }

    /* Check A * A^{-1} == A^{-1} * A == Id */

    /* Managed element type (mpq_t) */
    for (i = 0; i < 50; i++)
    {
        long n;
        ctx_t ctx;
        mat_t A, B, C, D, I;
        long ansB;

        n = n_randint(state, 20) + 1;

        ctx_init_mpq(ctx);
        mat_init(A, n, n, ctx);
        mat_init(B, n, n, ctx);
        mat_init(C, n, n, ctx);
        mat_init(D, n, n, ctx);
        mat_init(I, n, n, ctx);

        mat_randtest(A, state, ctx);

        ansB = mat_inv(B, A, ctx);
        if (!ansB)
        {
            mat_mul(C, A, B, ctx);
            mat_mul(D, B, A, ctx);
        }

        result = (ansB || (mat_equal(C, D, ctx) && mat_is_one(C, ctx)));
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("A: \n"), mat_print(A, ctx), printf("\n");
            printf("B: \n"), mat_print(B, ctx), printf("\n");
            printf("C: \n"), mat_print(C, ctx), printf("\n");
            printf("D: \n"), mat_print(D, ctx), printf("\n");
            printf("ansB = %ld\n", ansB);
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        mat_clear(D, ctx);
        ctx_clear(ctx);
    }


    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
Beispiel #12
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    printf("add... ");
    fflush(stdout);

    _randinit(state);

    /* Check that addition is abelian */

    /* Unmanaged element type (long) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A, B, C, D;

        m = n_randint(state, 50) + 1;
        n = n_randint(state, 50) + 1;

        ctx_init_long(ctx);
        mat_init(A, m, n, ctx);
        mat_init(B, m, n, ctx);
        mat_init(C, m, n, ctx);
        mat_init(D, m, n, ctx);

        mat_randtest(A, state, ctx);
        mat_randtest(B, state, ctx);

        mat_add(C, A, B, ctx);
        mat_add(D, B, A, ctx);

        result = mat_equal(C, D, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            printf("Matrix A\n");
            mat_print(B, ctx);
            printf("\n");
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        mat_clear(D, ctx);
        ctx_clear(ctx);
    }

    /* Managed element type (mpq_t) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A, B, C, D;

        m = n_randint(state, 50) + 1;
        n = n_randint(state, 50) + 1;

        ctx_init_mpq(ctx);
        mat_init(A, m, n, ctx);
        mat_init(B, m, n, ctx);
        mat_init(C, m, n, ctx);
        mat_init(D, m, n, ctx);

        mat_randtest(A, state, ctx);
        mat_randtest(B, state, ctx);

        mat_add(C, A, B, ctx);
        mat_add(D, B, A, ctx);

        result = mat_equal(C, D, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            printf("Matrix A\n");
            mat_print(B, ctx);
            printf("\n");
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        mat_clear(D, ctx);
        ctx_clear(ctx);
    }

    /* Check that the zero matrix does what it's supposed to do */

    /* Unmanaged element type (long) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A, B, C, D;

        m = n_randint(state, 50) + 1;
        n = n_randint(state, 50) + 1;

        ctx_init_long(ctx);
        mat_init(A, m, n, ctx);
        mat_init(B, m, n, ctx);
        mat_init(C, m, n, ctx);
        mat_init(D, m, n, ctx);

        mat_randtest(A, state, ctx);
        mat_zero(B, ctx);

        mat_add(C, A, B, ctx);
        mat_add(D, B, A, ctx);

        result = mat_equal(A, C, ctx) && mat_equal(C, D, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            printf("Matrix A\n");
            mat_print(B, ctx);
            printf("\n");
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        mat_clear(D, ctx);
        ctx_clear(ctx);
    }

    /* Managed element type (mpq_t) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A, B, C, D;

        m = n_randint(state, 50) + 1;
        n = n_randint(state, 50) + 1;

        ctx_init_mpq(ctx);
        mat_init(A, m, n, ctx);
        mat_init(B, m, n, ctx);
        mat_init(C, m, n, ctx);
        mat_init(D, m, n, ctx);

        mat_randtest(A, state, ctx);
        mat_zero(B, ctx);

        mat_add(C, A, B, ctx);
        mat_add(D, B, A, ctx);

        result = mat_equal(A, C, ctx) && mat_equal(C, D, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            printf("Matrix A\n");
            mat_print(B, ctx);
            printf("\n");
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        mat_clear(D, ctx);
        ctx_clear(ctx);
    }

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
Beispiel #13
0
int main(void)
{
    char *str;  /* String for the input polynomial P */
    mpoly_t P;  /* Input polynomial P */
    long n;     /* Number of variables minus one */
    long K;     /* Required t-adic precision */
    long N, Nw;
    long i, b;

    mat_t M;
    ctx_t ctxM;

    mon_t *rows, *cols;

    padic_mat_struct *C;
    fmpz_t p;

    printf("valuations... \n");
    fflush(stdout);

    /* Example 3-1-1 */
    /* str = "3  [3 0 0] [0 3 0] [0 0 3] (2  0 1)[1 1 1]"; */

    /* Example 4-4-2 */
    /* str = "4  [4 0 0 0] [0 4 0 0] [0 0 4 0] [0 0 0 4] (2  0 1)[3 1 0 0] (2  0 1)[1 0 1 2] (2  0 1)[0 1 0 3]"; */

    /* Example 3-3-6 */
    /* str = "3  [3 0 0] [0 3 0] [0 0 3] (2  0 314)[2 1 0] (2  0 42)[0 2 1] (2  0 271)[1 0 2] (2  0 -23)[1 1 1]"; */

    /* Example 3-3-2 */
    /* str = "3  [3 0 0] [0 3 0] [0 0 3] (2  0 1)[2 1 0] (2  0 1)[0 2 1] (2  0 1)[1 0 2]"; */

    /* Example ... */
    /* str = "4  [4 0 0 0] [0 4 0 0] [0 0 4 0] [0 0 0 4] (2  0 1)[1 1 1 1]"; */

    /* Cubic surface from AKR */
    str = "4  (1  3)[0 3 0 0] (2  0 3)[0 1 2 0] "
          "(2  0 -1)[1 1 1 0] (2  0 3)[1 1 0 1] "
          "(2  0 -1)[2 1 0 0] [0 0 3 0] (2  0 -1)[1 0 2 0] "
          "(1  2)[0 0 0 3] [3 0 0 0]";

    n  = atoi(str) - 1;
    N  = 10;
    Nw = 22;
    K  = 616;

    ctx_init_fmpz_poly_q(ctxM);

    mpoly_init(P, n + 1, ctxM);
    mpoly_set_str(P, str, ctxM);

    printf("P = "), mpoly_print(P, ctxM), printf("\n");

    b = gmc_basis_size(n, mpoly_degree(P, -1, ctxM));

    mat_init(M, b, b, ctxM);
    gmc_compute(M, &rows, &cols, P, ctxM);
    mat_print(M, ctxM);
    printf("\n");

    fmpz_init(p);
    fmpz_set_ui(p, 5);

    gmde_solve(&C, K, p, N, Nw, M, ctxM);

    printf("Valuations\n");

    for (i = 0; i < K; i++)
    {
        long v = padic_mat_val(C + i);

        if (v < LONG_MAX)
            printf("  i = %ld val = %ld val/log(i) = %f\n", i, v, 
                (i > 1) ? (double) v / log(i) : 0);
        else
            printf("  i = %ld val = +infty\n", i);
    }

    fmpz_clear(p);
    mpoly_clear(P, ctxM);
    mat_clear(M, ctxM);
    for (i = 0; i < K; i++)
        padic_mat_clear(C + i);
    free(C);
    ctx_clear(ctxM);

    return EXIT_SUCCESS;
}
Beispiel #14
0
int main(void)
{
    char *str;  /* String for the input polynomial P */
    mpoly_t P;  /* Input polynomial P */
    int n;      /* Number of variables minus one */
    long K;     /* Required t-adic precision */
    long N, Nw;
    long b;     /* Matrix dimensions */
    long i, j, k;

    mat_t M;
    ctx_t ctxM;

    mon_t *rows, *cols;

    padic_mat_struct *C;
    fmpz_t p;

    fmpz_poly_mat_t B;
    long vB;

    printf("solve... \n");
    fflush(stdout);

    /* Example 3-1-1 */
    /* str = "3  [3 0 0] [0 3 0] [0 0 3] (2  0 1)[1 1 1]"; */

    /* Example 3-3-2 */
    /* str = "3  [3 0 0] [0 3 0] [0 0 3] (2  0 1)[2 1 0] (2  0 1)[0 2 1] (2  0 1)[1 0 2]"; */

    /* Example 4-4-2 */
    /* str = "4  [4 0 0 0] [0 4 0 0] [0 0 4 0] [0 0 0 4] (2  0 1)[3 1 0 0] (2  0 1)[1 0 1 2] (2  0 1)[0 1 0 3]"; */

    /* Example ... */
    /* str = "4  [4 0 0 0] [0 4 0 0] [0 0 4 0] [0 0 0 4] (2  0 1)[1 1 1 1]"; */

    /* Example from AKR */
    str = "4  (1  3)[0 3 0 0] (2  0 3)[0 1 2 0] "
          "(2  0 -1)[1 1 1 0] (2  0 3)[1 1 0 1] "
          "(2  0 -1)[2 1 0 0] [0 0 3 0] (2  0 -1)[1 0 2 0] "
          "(1  2)[0 0 0 3] [3 0 0 0]";

    n  = atoi(str) - 1;
    K  = 616;
    N  = 10;
    Nw = 22;

    fmpz_init(p);
    fmpz_set_ui(p, 5);
    ctx_init_fmpz_poly_q(ctxM);

    ctxM->print   = &__fmpz_poly_q_print_pretty;

    mpoly_init(P, n + 1, ctxM);
    mpoly_set_str(P, str, ctxM);

    printf("P = "), mpoly_print(P, ctxM), printf("\n");

    b = gmc_basis_size(n, mpoly_degree(P, -1, ctxM));

    mat_init(M, b, b, ctxM);
    fmpz_poly_mat_init(B, b, b);
    vB = 0;

    gmc_compute(M, &rows, &cols, P, ctxM);

    mat_print(M, ctxM);
    printf("\n");

    gmde_solve(&C, K, p, N, Nw, M, ctxM);
    gmde_convert_soln(B, &vB, C, K, p);

    printf("Solution to (d/dt + M) C = 0:\n");
    fmpz_poly_mat_print(B, "t");
    printf("vB = %ld\n", vB);

    gmde_check_soln(B, vB, p, N, K, M, ctxM);

    mpoly_clear(P, ctxM);
    mat_clear(M, ctxM);
    free(rows);
    free(cols);
    fmpz_poly_mat_clear(B);
    ctx_clear(ctxM);
    fmpz_clear(p);

    for (i = 0; i < K; i++)
        padic_mat_clear(C + i);
    free(C);

    _fmpz_cleanup();

    return EXIT_SUCCESS;
}
Beispiel #15
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    int c;
    __ctx_struct *ctx;
    ctx_t *CTX;

    printf("mul_vec... ");
    fflush(stdout);

    _randinit(state);

    CTX = malloc(2 * sizeof(ctx_t));
    ctx_init_long(CTX[0]);
    ctx_init_mpq(CTX[1]);

    for (c = 0; c < 2; c++)
    {
        ctx = CTX[c];

        /* A (x1 + x2) == A x1 + A x2 */
        for (i = 0; i < 100; i++)
        {
            mat_csr_t A;
            long m, n;
            char *x1, *x2, *y, *z;

            m = n_randint(state, 100) + 1;
            n = n_randint(state, 100) + 1;

            mat_csr_init(A, m, n, ctx);
            x1 = _vec_init(n, ctx);
            x2 = _vec_init(n, ctx);
            y = _vec_init(m, ctx);
            z = _vec_init(m, ctx);

            mat_csr_randtest(A, state, 0.3, ctx);

            mat_csr_mul_vec(y, A, x1, ctx);
            mat_csr_mul_vec(z, A, x2, ctx);
            _vec_add(z, y, z, m, ctx);

            _vec_add(x1, x1, x2, n, ctx);
            mat_csr_mul_vec(y, A, x1, ctx);

            result = _vec_equal(y, z, m, ctx);
            if (!result)
            {
                printf("FAIL:\n\n");
                abort();
            }

            mat_csr_clear(A, ctx);
            _vec_clear(x1, n, ctx);
            _vec_clear(x2, n, ctx);
            _vec_clear(y, m, ctx);
            _vec_clear(z, m, ctx);
        }
    }

    ctx_clear(CTX[0]);
    ctx_clear(CTX[1]);
    free(CTX);

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
Beispiel #16
0
int
main(void)
{
    int i;
    flint_rand_t state;

    printf("set_entry\n");
    printf("---------\n");
    fflush(stdout);

    _randinit(state);

    /* Run a single example */
    {
        ctx_t ctx;
        mat_coo_t A;
        long x;

        ctx_init_long(ctx);

        /*
            [  0  -4     1 ]
            [  0   0  1  0 ]
            [  2   0  0 -3 ]
            [  0   1  0  0 ]
         */

        mat_coo_init(A, 4, 4, ctx);

        x = -4;
        mat_coo_set_entry(A, 0, 1, &x, ctx);
        x = 1;
        mat_coo_set_entry(A, 0, 3, &x, ctx);
        x = 1;
        mat_coo_set_entry(A, 1, 2, &x, ctx);
        x = 2;
        mat_coo_set_entry(A, 2, 0, &x, ctx);
        x = -3;
        mat_coo_set_entry(A, 2, 3, &x, ctx);
        x = 1;
        mat_coo_set_entry(A, 3, 1, &x, ctx);

        printf("Matrix A (debug):\n");
        mat_coo_debug(A, ctx);
        printf("\n");

        printf("Matrix A (dense):\n");
        mat_coo_print_dense(A, ctx);
        printf("\n");

        mat_coo_clear(A, 1, ctx);
        ctx_clear(ctx);
    }
    printf("... ");

    /* Unmanaged type (long) */
    for (i = 0; i < 1000; i++)
    {
        long m, n, z;
        double d;
        ctx_t ctx;
        mat_coo_t A;

        m = n_randint(state, 100) + 1;
        n = n_randint(state, 100) + 1;
        d = (double) n_randint(state, 101) / (double) 100;

        ctx_init_long(ctx);
        mat_coo_init(A, m, n, ctx);

        mat_coo_randtest(A, state, d, ctx);

        for (z = 0; z < 10; z++)
        {
            long row, col;
            long x;

            row = n_randint(state, m);
            col = n_randint(state, n);
            x   = z_randtest_not_zero(state);
            mat_coo_set_entry(A, row, col, &x, ctx);
        }

        mat_coo_clear(A, 1, ctx);
        ctx_clear(ctx);
    }

    /* Managed type (mpq_t) */
    for (i = 0; i < 1000; i++)
    {
        long m, n, z;
        double d;
        ctx_t ctx;
        mat_coo_t A;

        m = n_randint(state, 100) + 1;
        n = n_randint(state, 100) + 1;
        d = (double) n_randint(state, 101) / (double) 100;

        ctx_init_mpq(ctx);
        mat_coo_init(A, m, n, ctx);

        mat_coo_randtest(A, state, d, ctx);

        for (z = 0; z < 10; z++)
        {
            long row, col;
            mpq_t x;

            row = n_randint(state, m);
            col = n_randint(state, n);

            mpq_init(x);
            ctx->randtest_not_zero(ctx, x, state);

            mat_coo_set_entry(A, row, col, &x, ctx);

            mpq_clear(x);
        }

        mat_coo_clear(A, 1, ctx);
        ctx_clear(ctx);
    }

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
int
main(void)
{
    int i, result;
    flint_rand_t state;

    printf("block_triangularise\n");
    printf("-------------------\n");
    fflush(stdout);

    _randinit(state);

    /* Run a single example, with output(?) */
    {
        long m, n;
        mat_csr_t A;
        ctx_t ctx;

        long *P, *Q, *B, nz, b;

        ctx_init_long(ctx);
        m = n = 10;

        P = malloc(n * sizeof(long));
        Q = malloc(n * sizeof(long));
        B = malloc(n * sizeof(long));

        mat_csr_init(A, m, n, ctx);
        mat_csr_randtest(A, state, 0.3, ctx);

        printf("Matrix A:\n");
        mat_csr_print_dense(A, ctx);
        printf("\n");

        nz = mat_csr_zfdiagonal(P, A);

        printf("Matrix A:\n");
        mat_csr_permute_rows(A, P, ctx);
        mat_csr_print_dense(A, ctx);
        printf("\n");

        b = mat_csr_block_triangularise(Q, B, A, ctx);

        printf("Matrix A:\n");
        mat_csr_permute_rows(A, Q, ctx);
        mat_csr_permute_cols(A, Q, ctx);
        mat_csr_print_dense(A, ctx);
        printf("\n");

        printf("Blocks B:");
        _long_vec_print(B, b);
        printf("\n");

        free(P);
        free(Q);
        free(B);

        mat_csr_clear(A, ctx);
        ctx_clear(ctx);
    }
    printf("... ");

    for (i = 0; i < 1000; i++)
    {
        long m, n;
        mat_csr_t A;
        ctx_t ctx;

        long *P, *Q, *B, nz, b;

        ctx_init_long(ctx);
        m = n = 100;

        P = malloc(n * sizeof(long));
        Q = malloc(n * sizeof(long));
        B = malloc(n * sizeof(long));

        mat_csr_init(A, m, n, ctx);
        mat_csr_randtest(A, state, 0.03, ctx);

        nz = mat_csr_zfdiagonal(P, A);

        mat_csr_permute_rows(A, P, ctx);

        b = mat_csr_block_triangularise(Q, B, A, ctx);

        mat_csr_permute_rows(A, Q, ctx);
        mat_csr_permute_cols(A, Q, ctx);

        result = _is_block_triangular(A, B, b);
        if (!result)
        {
            printf("FAIL:\n\n");
            abort();
        }

        free(P);
        free(Q);
        free(B);

        mat_csr_clear(A, ctx);
        ctx_clear(ctx);
    }

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
Beispiel #18
0
krb5_error_code
krb5_db2_promote_db(krb5_context context, char *conf_section, char **db_args)
{
    krb5_error_code retval;
    krb5_boolean merge_nra = FALSE, real_locked = FALSE;
    krb5_db2_context *dbc_temp, *dbc_real = NULL;
    char **db_argp;

    /* context must be initialized with an exclusively locked temp DB. */
    if (!inited(context))
        return KRB5_KDB_DBNOTINITED;
    dbc_temp = context->dal_handle->db_context;
    if (dbc_temp->db_lock_mode != KRB5_LOCKMODE_EXCLUSIVE)
        return KRB5_KDB_NOTLOCKED;
    if (!dbc_temp->tempdb)
        return EINVAL;

    /* Check db_args for whether we should merge non-replicated attributes. */
    for (db_argp = db_args; *db_argp; db_argp++) {
        if (!strcmp(*db_argp, "merge_nra")) {
            merge_nra = TRUE;
            break;
        }
    }

    /* Make a db2 context for the real DB. */
    dbc_real = k5alloc(sizeof(*dbc_real), &retval);
    if (dbc_real == NULL)
        return retval;
    ctx_clear(dbc_real);

    /* Try creating the real DB. */
    dbc_real->db_name = strdup(dbc_temp->db_name);
    if (dbc_real->db_name == NULL)
        goto cleanup;
    dbc_real->tempdb = FALSE;
    retval = ctx_create_db(context, dbc_real);
    if (retval == EEXIST) {
        /* The real database already exists, so open and lock it. */
        dbc_real->db_name = strdup(dbc_temp->db_name);
        if (dbc_real->db_name == NULL)
            goto cleanup;
        dbc_real->tempdb = FALSE;
        retval = ctx_init(dbc_real);
        if (retval)
            goto cleanup;
        retval = ctx_lock(context, dbc_real, KRB5_DB_LOCKMODE_EXCLUSIVE);
        if (retval)
            goto cleanup;
    } else if (retval)
        goto cleanup;
    real_locked = TRUE;

    if (merge_nra) {
        retval = ctx_merge_nra(context, dbc_temp, dbc_real);
        if (retval)
            goto cleanup;
    }

    /* Perform filesystem manipulations for the promotion. */
    retval = ctx_promote(context, dbc_temp, dbc_real);
    if (retval)
        goto cleanup;

    /* Unlock and finalize context since the temp DB is gone. */
    (void) krb5_db2_unlock(context);
    krb5_db2_fini(context);

cleanup:
    if (real_locked)
        (void) ctx_unlock(context, dbc_real);
    if (dbc_real)
        ctx_fini(dbc_real);
    return retval;
}
Beispiel #19
0
/* free the context (this is installed as handler into PAM) */
static void ctx_free(pam_handle_t UNUSED(*pamh),void *data,int UNUSED(err))
{
  struct pld_ctx *ctx=data;
  ctx_clear(ctx);
  free(ctx);
}
Beispiel #20
0
/* Initialize dbc by locking and creating the DB.  If the DB already exists,
 * clear it out if dbc->tempdb is set; otherwise return EEXIST. */
static krb5_error_code
ctx_create_db(krb5_context context, krb5_db2_context *dbc)
{
    krb5_error_code retval = 0;
    char *dbname = NULL, *polname = NULL, *plockname = NULL;

    retval = ctx_allfiles(dbc, &dbname, &dbc->db_lf_name, &polname,
                          &plockname);
    if (retval)
        return retval;

    dbc->db_lf_file = open(dbc->db_lf_name, O_CREAT | O_RDWR | O_TRUNC,
                           0600);
    if (dbc->db_lf_file < 0) {
        retval = errno;
        goto cleanup;
    }
    retval = krb5_lock_file(context, dbc->db_lf_file,
                            KRB5_LOCKMODE_EXCLUSIVE | KRB5_LOCKMODE_DONTBLOCK);
    if (retval != 0)
        goto cleanup;
    set_cloexec_fd(dbc->db_lf_file);
    dbc->db_lock_mode = KRB5_LOCKMODE_EXCLUSIVE;
    dbc->db_locks_held = 1;

    if (dbc->tempdb) {
        /* Temporary DBs are locked for their whole lifetime.  Since we have
         * the lock, any remnant files can be safely destroyed. */
        (void) destroy_file(dbname);
        (void) unlink(polname);
        (void) unlink(plockname);
    }

    dbc->db = open_db(dbc, O_RDWR | O_CREAT | O_EXCL, 0600);
    if (dbc->db == NULL) {
        retval = errno;
        goto cleanup;
    }

    /* Create the policy database, initialize a handle to it, and lock it. */
    retval = osa_adb_create_db(polname, plockname, OSA_ADB_POLICY_DB_MAGIC);
    if (retval)
        goto cleanup;
    retval = osa_adb_init_db(&dbc->policy_db, polname, plockname,
                             OSA_ADB_POLICY_DB_MAGIC);
    if (retval)
        goto cleanup;
    retval = osa_adb_get_lock(dbc->policy_db, KRB5_DB_LOCKMODE_EXCLUSIVE);
    if (retval)
        goto cleanup;

    dbc->db_inited = 1;

cleanup:
    if (retval) {
        if (dbc->db != NULL)
            dbc->db->close(dbc->db);
        if (dbc->db_locks_held > 0) {
            (void) krb5_lock_file(context, dbc->db_lf_file,
                                  KRB5_LOCKMODE_UNLOCK);
        }
        if (dbc->db_lf_file >= 0)
            close(dbc->db_lf_file);
        ctx_clear(dbc);
    }
    free(dbname);
    free(polname);
    free(plockname);
    return retval;
}
Beispiel #21
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    printf("zero... ");
    fflush(stdout);

    _randinit(state);

    /* Unmanaged element type (long) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A;

        m = n_randint(state, 100) + 1;
        n = n_randint(state, 100) + 1;

        ctx_init_long(ctx);
        mat_init(A, m, n, ctx);

        mat_randtest(A, state, ctx);
        mat_zero(A, ctx);

        result = mat_is_zero(A, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            abort();
        }

        mat_clear(A, ctx);
        ctx_clear(ctx);
    }

    /* Managed element type (mpq_t) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A;

        m = n_randint(state, 100) + 1;
        n = n_randint(state, 100) + 1;

        ctx_init_mpq(ctx);
        mat_init(A, m, n, ctx);

        mat_randtest(A, state, ctx);
        mat_zero(A, ctx);

        result = mat_is_zero(A, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            abort();
        }

        mat_clear(A, ctx);
        ctx_clear(ctx);
    }

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}
Beispiel #22
0
int
main(void)
{
    int i, result;
    flint_rand_t state;

    printf("transpose... ");
    fflush(stdout);

    _randinit(state);

    /* Check aliasing */

    /* Unmanaged element type (long) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A, B, C;

        m = n_randint(state, 50) + 1;
        n = m;

        ctx_init_long(ctx);
        mat_init(A, m, n, ctx);
        mat_init(B, m, n, ctx);
        mat_init(C, m, n, ctx);

        mat_randtest(A, state, ctx);

        mat_set(B, A, ctx);
        mat_transpose(C, B, ctx);
        mat_transpose(B, B, ctx);

        result = mat_equal(B, C, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            printf("Matrix B\n");
            mat_print(B, ctx);
            printf("\n");
            printf("Matrix C\n");
            mat_print(C, ctx);
            printf("\n");
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        ctx_clear(ctx);
    }

    /* Check that (A^t)^t == A */

    /* Unmanaged element type (long) */
    for (i = 0; i < 100; i++)
    {
        long m, n;
        ctx_t ctx;
        mat_t A, B, C;

        m = n_randint(state, 50) + 1;
        n = n_randint(state, 50) + 1;

        ctx_init_long(ctx);
        mat_init(A, m, n, ctx);
        mat_init(B, n, m, ctx);
        mat_init(C, m, n, ctx);

        mat_randtest(A, state, ctx);

        mat_transpose(B, A, ctx);
        mat_transpose(C, B, ctx);

        result = mat_equal(A, C, ctx);
        if (!result)
        {
            printf("FAIL:\n\n");
            printf("Matrix A\n");
            mat_print(A, ctx);
            printf("\n");
            printf("Matrix B\n");
            mat_print(B, ctx);
            printf("\n");
            printf("Matrix C\n");
            mat_print(C, ctx);
            printf("\n");
        }

        mat_clear(A, ctx);
        mat_clear(B, ctx);
        mat_clear(C, ctx);
        ctx_clear(ctx);
    }

    _randclear(state);
    _fmpz_cleanup();
    printf("PASS\n");
    return EXIT_SUCCESS;
}