fix: update main.c

Signed-off-by: Shabareesh Shetty <139731143+ShabiShett07@users.noreply.github.com>

Author: ShabiShett07

lib/node_modules/@stdlib/math/base/special/bessely1/src/main.c

@@ -110,7 +110,7 @@ static double rational_p1q1( const double x ) {
 * @param {number} x - value at which to evaluate the rational function
 * @returns {number} evaluated rational function
 */
-static double rational_p2q2(const double x ) {
+static double rational_p2q2( const double x ) {
 	double ax;
 	double ix;
 	double s1;
@@ -152,7 +152,7 @@ static double rational_p2q2(const double x ) {
 * @param {number} x - value at which to evaluate the rational function
 * @returns {number} evaluated rational function
 */
-static double rational_pcqc(const double x ) {
+static double rational_pcqc( const double x ) {
 	double ax;
 	double ix;
 	double s1;
@@ -194,7 +194,7 @@ static double rational_pcqc(const double x ) {
 * @param {number} x - value at which to evaluate the rational function
 * @returns {number} evaluated rational function
 */
-static double rational_psqs(const double x ) {
+static double rational_psqs( const double x ) {
 	double ax;
 	double ix;
 	double s1;
@@ -238,7 +238,7 @@ static double rational_psqs(const double x ) {
 */
 
 double stdlib_base_bessely1( double x ) {
-    double rc;
+	double rc;
 	double rs;
 	double y;
 	double r;
@@ -261,24 +261,24 @@ double stdlib_base_bessely1( double x ) {
 	xc = x;
     if (xc <= 4.0) {
         y = xc * xc;
-        z = ( stdlib_base_ln(xc / x1) * stdlib_base_besselj1(xc)) * TWO_DIV_PI;
-        r = rational_p1q1(y);
-        f = ( ( xc+x1 ) * ( (xc - (x11/256.0)) - x12 ) ) / xc;
-        return z + (f * r);
+        z = ( stdlib_base_ln( xc / x1 ) * stdlib_base_besselj1( xc ) ) * TWO_DIV_PI;
+        r = rational_p1q1( y );
+        f = ( ( xc+x1 ) * ( ( xc - ( x11 / 256.0) ) - x12 ) ) / xc;
+        return z + ( f * r );
     }
-    if (xc <= 8.0) {
+    if ( xc <= 8.0 ) {
         y = xc * xc;
-        z = ( stdlib_base_ln(xc / x2) * stdlib_base_besselj1(xc) ) * TWO_DIV_PI;
-        r = rational_p2q2(y);
-        f = ( ( xc+x2 ) * ( (xc - (x21/256.0)) - x22 ) ) / xc;
-        return z + (f * r);
+        z = ( stdlib_base_ln( xc / x2 ) * stdlib_base_besselj1( xc ) ) * TWO_DIV_PI;
+        r = rational_p2q2( y );
+        f = ( ( xc + x2 ) * ( ( xc - ( x21 / 256.0 ) ) - x22 ) ) / xc;
+        return z + ( f * r );
     }
 
     y = 8.0 / xc;
     y2 = y * y;
-    rc = rational_pcqc(y2);
-    rs = rational_psqs(y2);
-    f = ONE_DIV_SQRT_PI / stdlib_base_sqrt(xc);
+    rc = rational_pcqc( y2 );
+    rs = rational_psqs( y2 );
+    f = ONE_DIV_SQRT_PI / stdlib_base_sqrt( xc );
 
 	/*
 	* This code is really just:
@@ -291,5 +291,5 @@ double stdlib_base_bessely1( double x ) {
 	* But using the sin/cos addition rules, plus constants for sin/cos of `3π/4` which then cancel out with corresponding terms in "f".
 	*/
 	stdlib_base_sincos( xc, &s, &c );
-	return f * ( ( (y*rs) * ( s - c ) ) - ( rc * ( s + c ) ) );
+	return f * ( ( ( y * rs ) * ( s - c ) ) - ( rc * ( s + c ) ) );
 }