Use From methods, rather than function converters.
This commit is contained in:
@@ -14,16 +14,6 @@ pub struct Point {
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}
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impl Point {
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pub fn new() -> Point
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{
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Point {
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x: FieldElement::new(),
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y: FieldElement::new(),
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z: FieldElement::new(),
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t: FieldElement::new()
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}
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}
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fn zero() -> Point
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{
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Point {
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@@ -134,15 +124,6 @@ pub struct Point2 {
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}
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impl Point2 {
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pub fn new() -> Point2
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{
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Point2 {
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x: FieldElement::new(),
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y: FieldElement::new(),
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z: FieldElement::new()
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}
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}
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pub fn zero() -> Point2
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{
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Point2 {
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@@ -168,11 +149,14 @@ impl Point2 {
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}
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}
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fn ge_p3_to_p2(r: &mut Point2, p: &Point)
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{
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r.x.overwrite_with(&p.x);
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r.y.overwrite_with(&p.y);
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r.z.overwrite_with(&p.z);
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impl<'a> From<&'a Point> for Point2 {
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fn from(p: &Point) -> Point2 {
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Point2 {
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x: p.x.clone(),
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y: p.y.clone(),
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z: p.z.clone(),
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}
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}
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}
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#[derive(Debug,PartialEq)]
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@@ -243,29 +227,42 @@ const D2: FieldElement = FieldElement {
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15978800, -12551817, -6495438, 29715968, 9444199]
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};
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fn x25519_ge_p3_to_cached(r: &mut Cached, p: &Point)
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impl<'a> From<&'a Point> for Cached
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{
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r.yplusx = &p.y + &p.x;
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r.yminusx = &p.y - &p.x;
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r.z.overwrite_with(&p.z);
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r.t2d = &p.t * &D2;
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fn from(p: &Point) -> Cached
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{
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Cached {
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yplusx: &p.y + &p.x,
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yminusx: &p.y - &p.x,
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z: p.z.clone(),
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t2d: &p.t * &D2,
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}
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}
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}
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/* r = p */
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fn x25519_ge_p1p1_to_p2(r: &mut Point2, p: &PointP1P1)
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impl<'a> From<&'a PointP1P1> for Point2
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{
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r.x = &p.x * &p.t;
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r.y = &p.y * &p.z;
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r.z = &p.z * &p.t;
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fn from(p: &PointP1P1) -> Point2
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{
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Point2 {
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x: &p.x * &p.t,
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y: &p.y * &p.z,
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z: &p.z * &p.t,
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}
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}
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}
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/* r = p */
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fn x25519_ge_p1p1_to_p3(r: &mut Point, p: &PointP1P1)
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impl<'a> From<&'a PointP1P1> for Point
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{
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r.x = &p.x * &p.t;
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r.y = &p.y * &p.z;
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r.z = &p.z * &p.t;
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r.t = &p.x * &p.y;
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fn from(p: &PointP1P1) -> Point
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{
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Point {
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x: &p.x * &p.t,
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y: &p.y * &p.z,
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z: &p.z * &p.t,
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t: &p.x * &p.y,
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}
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}
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}
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#[cfg(test)]
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@@ -289,24 +286,20 @@ fn conversion() {
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assert!(!nega && !negc && !negt && !nego && !negd && !negb);
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let mut myc = Cached::new();
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x25519_ge_p3_to_cached(&mut myc, &a);
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let myc = Cached::from(&a);
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assert_eq!(myc, c);
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let mut myt = Point2::new();
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ge_p3_to_p2(&mut myt, &a);
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let myt = Point2::from(&a);
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assert_eq!(myt, t);
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let mut myo = PointP1P1::new();
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ge_p3_dbl(&mut myo, &a);
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assert_eq!(myo, o);
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let mut myd = Point2::new();
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x25519_ge_p1p1_to_p2(&mut myd, &o);
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let myd = Point2::from(&o);
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assert_eq!(myd, d);
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let mut myb = Point::new();
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x25519_ge_p1p1_to_p3(&mut myb, &o);
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let myb = Point::from(&o);
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assert_eq!(myb, b);
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});
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}
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@@ -328,8 +321,7 @@ fn ge_p2_dbl(r: &mut PointP1P1, p: &Point2)
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/* r = 2 * p */
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fn ge_p3_dbl(r: &mut PointP1P1, p: &Point)
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{
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let mut q = Point2::new();
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ge_p3_to_p2(&mut q, p);
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let q = Point2::from(p);
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ge_p2_dbl(r, &q);
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}
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@@ -515,46 +507,45 @@ impl Point {
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{
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let mut e: [i8; 64] = [0; 64];
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for i in 0..32 {
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e[2 * i + 0] = ((a[i] >> 0) & 15) as i8;
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e[2 * i + 1] = ((a[i] >> 4) & 15) as i8;
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e[2 * i + 0] = ((a[i] >> 0) & 15) as i8;
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e[2 * i + 1] = ((a[i] >> 4) & 15) as i8;
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}
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/* each e[i] is between 0 and 15 */
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/* e[63] is between 0 and 7 */
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let mut carry = 0;
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for i in 0..63 {
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e[i] += carry;
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carry = e[i] + 8;
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carry >>= 4;
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e[i] -= carry << 4;
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e[i] += carry;
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carry = e[i] + 8;
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carry >>= 4;
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e[i] -= carry << 4;
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}
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e[63] += carry;
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/* each e[i] is between -8 and 8 */
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let mut r = PointP1P1::new();
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let mut s = Point2::new();
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let mut t;
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let mut h = Point::zero();
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for i in &[1,3,5,7,9,11,13,15,17,19,21,23,25,27,29,31,33,35,37,39,41,43,45,47,49,51,53,55,57,59,61,63] {
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t = table_select(*i / 2, e[*i as usize]);
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ge_madd(&mut r, &h, &t);
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x25519_ge_p1p1_to_p3(&mut h, &r);
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t = table_select(*i / 2, e[*i as usize]);
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ge_madd(&mut r, &h, &t);
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h = Point::from(&r);
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}
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ge_p3_dbl(&mut r, &h);
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x25519_ge_p1p1_to_p2(&mut s, &r);
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let mut s = Point2::from(&r);
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ge_p2_dbl(&mut r, &s);
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x25519_ge_p1p1_to_p2(&mut s, &r);
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s = Point2::from(&r);
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ge_p2_dbl(&mut r, &s);
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x25519_ge_p1p1_to_p2(&mut s, &r);
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s = Point2::from(&r);
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ge_p2_dbl(&mut r, &s);
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x25519_ge_p1p1_to_p3(&mut h, &r);
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h = Point::from(&r);
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for i in &[0,2,4,6,8,10,12,14,16,18,20,22,24,26,28,30,32,34,36,38,40,42,44,46,48,50,52,54,56,58,60,62] {
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t = table_select(*i / 2, e[*i as usize]);
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ge_madd(&mut r, &h, &t);
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x25519_ge_p1p1_to_p3(&mut h, &r);
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t = table_select(*i / 2, e[*i as usize]);
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ge_madd(&mut r, &h, &t);
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h = Point::from(&r);
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}
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h
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@@ -639,37 +630,35 @@ pub fn ge_double_scalarmult_vartime(a: &[u8], A: &Point, b: &[u8]) -> Point2
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let mut Ai: [Cached; 8] = [Cached::new(), Cached::new(), Cached::new(), Cached::new(),
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Cached::new(), Cached::new(), Cached::new(), Cached::new()];
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let mut t = PointP1P1::new();
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let mut u = Point::new();
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#[allow(non_snake_case)]
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let mut A2 = Point::new();
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slide(&mut aslide, &a);
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slide(&mut bslide, &b);
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x25519_ge_p3_to_cached(&mut Ai[0], &A);
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Ai[0] = Cached::from(A);
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ge_p3_dbl(&mut t, &A);
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x25519_ge_p1p1_to_p3(&mut A2, &t);
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let A2 = Point::from(&t);
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x25519_ge_add(&mut t, &A2, &Ai[0]);
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x25519_ge_p1p1_to_p3(&mut u, &t);
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x25519_ge_p3_to_cached(&mut Ai[1], &u);
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let mut u = Point::from(&t);
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Ai[1] = Cached::from(&u);
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x25519_ge_add(&mut t, &A2, &Ai[1]);
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x25519_ge_p1p1_to_p3(&mut u, &t);
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x25519_ge_p3_to_cached(&mut Ai[2], &u);
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u = Point::from(&t);
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Ai[2] = Cached::from(&u);
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x25519_ge_add(&mut t, &A2, &Ai[2]);
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x25519_ge_p1p1_to_p3(&mut u, &t);
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x25519_ge_p3_to_cached(&mut Ai[3], &u);
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u = Point::from(&t);
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Ai[3] = Cached::from(&u);
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x25519_ge_add(&mut t, &A2, &Ai[3]);
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x25519_ge_p1p1_to_p3(&mut u, &t);
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x25519_ge_p3_to_cached(&mut Ai[4], &u);
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u = Point::from(&t);
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Ai[4] = Cached::from(&u);
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x25519_ge_add(&mut t, &A2, &Ai[4]);
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x25519_ge_p1p1_to_p3(&mut u, &t);
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x25519_ge_p3_to_cached(&mut Ai[5], &u);
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u = Point::from(&t);
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Ai[5] = Cached::from(&u);
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x25519_ge_add(&mut t, &A2, &Ai[5]);
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x25519_ge_p1p1_to_p3(&mut u, &t);
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x25519_ge_p3_to_cached(&mut Ai[6], &u);
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u = Point::from(&t);
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Ai[6] = Cached::from(&u);
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x25519_ge_add(&mut t, &A2, &Ai[6]);
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x25519_ge_p1p1_to_p3(&mut u, &t);
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x25519_ge_p3_to_cached(&mut Ai[7], &u);
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u = Point::from(&t);
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Ai[7] = Cached::from(&u);
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let mut r = Point2::zero();
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@@ -688,26 +677,26 @@ pub fn ge_double_scalarmult_vartime(a: &[u8], A: &Point, b: &[u8]) -> Point2
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ge_p2_dbl(&mut t, &r);
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if aslide[i as usize] > 0 {
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x25519_ge_p1p1_to_p3(&mut u, &t);
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u = Point::from(&t);
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let idx = (aslide[i as usize] / 2) as usize;
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x25519_ge_add(&mut t, &u, &Ai[idx]);
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} else if aslide[i as usize] < 0 {
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x25519_ge_p1p1_to_p3(&mut u, &t);
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u = Point::from(&t);
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let idx = ((-aslide[i as usize]) / 2) as usize;
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x25519_ge_sub(&mut t, &u, &Ai[idx]);
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}
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if bslide[i as usize] > 0 {
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x25519_ge_p1p1_to_p3(&mut u, &t);
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u = Point::from(&t);
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let idx = (bslide[i as usize] / 2) as usize;
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ge_madd(&mut t, &u, &BI[idx]);
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} else if bslide[i as usize] < 0 {
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x25519_ge_p1p1_to_p3(&mut u, &t);
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u = Point::from(&t);
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let idx = ((-bslide[i as usize]) / 2) as usize;
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ge_msub(&mut t, &u, &BI[idx]);
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}
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x25519_ge_p1p1_to_p2(&mut r, &t);
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r = Point2::from(&t);
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i -= 1;
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}
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