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Fix prototypes
Fix prefect_square return
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@ -535,7 +535,7 @@ ZEND_FUNCTION(gmp_div_qr)
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}
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/* }}} */
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/* {{{ proto array gmp_div_r(resource a, resource b [, int round])
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/* {{{ proto resource gmp_div_r(resource a, resource b [, int round])
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Divide a by b, returns reminder only */
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ZEND_FUNCTION(gmp_div_r)
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{
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@ -571,7 +571,7 @@ ZEND_FUNCTION(gmp_div_r)
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}
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/* }}} */
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/* {{{ proto array gmp_div_q(resource a, resource b [, int round])
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/* {{{ proto resource gmp_div_q(resource a, resource b [, int round])
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Divide a by b, returns quotient only */
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ZEND_FUNCTION(gmp_div_q)
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{
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@ -770,12 +770,12 @@ ZEND_FUNCTION(gmp_perfect_square)
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FETCH_GMP_ZVAL(gmpnum_a, a_arg);
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RETURN_BOOL(mpz_perfect_square_p(*gmpnum_a));
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RETURN_BOOL((mpz_perfect_square_p(*gmpnum_a)!=0));
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}
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/* }}} */
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/* {{{ proto bool gmp_prob_prime(resource a[, int reps])
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Checks if a is a "probably prime" */
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/* {{{ proto int gmp_prob_prime(resource a[, int reps])
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Checks if a is "probably prime" */
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ZEND_FUNCTION(gmp_prob_prime)
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{
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zval **gmpnumber_arg, **reps_arg;
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@ -795,11 +795,11 @@ ZEND_FUNCTION(gmp_prob_prime)
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reps = Z_LVAL_PP(reps_arg);
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break;
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case 1:
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reps = 25;
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reps = 10;
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break;
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}
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RETURN_BOOL(mpz_probab_prime_p(*gmpnum_a, reps));
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RETURN_LONG(mpz_probab_prime_p(*gmpnum_a, reps));
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}
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/* }}} */
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@ -874,7 +874,7 @@ ZEND_FUNCTION(gmp_invert)
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}
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/* }}} */
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/* {{{ proto resource gmp_jacobi(resource a, resource b)
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/* {{{ proto int gmp_jacobi(resource a, resource b)
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Computes Jacobi symbol */
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ZEND_FUNCTION(gmp_jacobi)
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{
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@ -882,7 +882,7 @@ ZEND_FUNCTION(gmp_jacobi)
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}
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/* }}} */
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/* {{{ proto resource gmp_legendre(resource a, resource b)
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/* {{{ proto int gmp_legendre(resource a, resource b)
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Computes Legendre symbol */
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ZEND_FUNCTION(gmp_legendre)
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{
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