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Author | SHA1 | Date | |
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936fdf51d4 | |||
e9a9689e86 | |||
c24ce58dbf | |||
014b8333ff |
@ -84,6 +84,109 @@ macro_rules! impl_wide_vector_operations {
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}
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// Notes:
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// Mat3<Vec2>.dot(Vec2) -> Vec3
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// Mat3<Vec4>.dot(Mat4<Vec2>) -> Mat3<Vec2>
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// mat.mat can be implemented off the back of mat.vec
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#[doc(hidden)]
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#[macro_export(local_inner_macros)]
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macro_rules! impl_matrix_wide_mul {
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(
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//TODO: Fixed point impls
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($struct_outer: ident { $($field_outer: ident), + }, $vector_outer: ident { $($vector_field_outer: ident), + }, $size_outer: expr),
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($struct_inner: ident { $($field_inner: ident), + }, $matrix_inner: ident { $($matrix_field_inner: ident), + }, $size_inner: expr),
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($rhs_struct_inner: ident { $($rhs_field_inner: ident), + }, $rhs_matrix_inner: ident { $($rhs_matrix_field_inner: ident), + }, $rhs_size_inner: expr),
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($lhs: expr, $rhs: expr)
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) => {
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impl $struct_outer<$struct_inner<fixed_wide::fixed::Fixed<{$lhs},{$lhs*32}>>>{
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paste::item!{
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#[inline]
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pub fn [<wide_dot_ $size_outer x $size_inner _ $size_inner x $rhs_size_inner _ $lhs _ $rhs>](self,rhs:$matrix_inner<$rhs_struct_inner<fixed_wide::fixed::Fixed<{$rhs},{$rhs*32}>>>)->$struct_outer<$rhs_struct_inner<fixed_wide::fixed::Fixed<{$lhs+$rhs},{($lhs+$rhs)*32}>>>{
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//just made this up, don't trust it
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let tr=rhs.transpose();
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//TODO: use a macro expansion instead of transpose and map
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self.map(|axis|
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tr.map(|trax|
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axis.[<wide_dot_ $lhs _ $rhs>](trax)
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).to_vector()
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)
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}
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}
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}
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}
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}
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#[doc(hidden)]
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#[macro_export(local_inner_macros)]
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macro_rules! impl_matrix_wide_mul_shim3 {
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(
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($outer_info:tt,$inner_info:tt,$rhs_info:tt),
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($lhs: expr, $rhs: expr)
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) => {
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$crate::impl_matrix_wide_mul!($outer_info,$inner_info,$rhs_info,($lhs,$rhs));
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}
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}
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#[doc(hidden)]
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#[macro_export(local_inner_macros)]
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macro_rules! impl_matrix_wide_mul_shim2 {
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(
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($outer_info:tt,$inner_info:tt),
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$rhs_info:tt
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) => {
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$crate::do_macro_8x8!(impl_matrix_wide_mul_shim3,($outer_info,$inner_info,$rhs_info));
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}
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}
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#[doc(hidden)]
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#[macro_export(local_inner_macros)]
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macro_rules! impl_matrix_wide_mul_shim1 {
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(
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($outer_info:tt,($($rhs_info:tt),+)),
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$inner_info:tt
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) => {
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$crate::macro_repeated!(impl_matrix_wide_mul_shim2,($outer_info,$inner_info),$($rhs_info),+);
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}
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}
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#[doc(hidden)]
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#[macro_export(local_inner_macros)]
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macro_rules! impl_wide_matrix_operations_2arg_not_const_generic {
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(
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$lhs: expr, $rhs: expr,
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($struct_outer: ident { $($field_outer: ident), + }, $vector_outer: ident { $($vector_field_outer: ident), + }, $size_outer: expr),
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($struct_inner: ident { $($field_inner: ident), + }, $matrix_inner: ident { $($matrix_field_inner: ident), + }, $size_inner: expr)
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) => {
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/* TODO: nasty determinant macro
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impl<U:std::ops::Add<Output=U>,T:Copy+fixed_wide_traits::wide::WideMul<Output=U>> $struct<T> {
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#[inline]
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pub fn wide_dot(&self) -> U {
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$crate::sum_repeating!(
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$( + self.$field.wide_mul(self.$field) ) +
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)
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}
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}
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*/
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};
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}
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#[doc(hidden)]
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#[macro_export(local_inner_macros)]
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macro_rules! impl_wide_matrix_operations_1arg_not_const_generic {
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(
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$n: expr,
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($struct_outer: ident { $($field_outer: ident), + }, $vector_outer: ident { $($vector_field_outer: ident), + }, $size_outer: expr),
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) => {
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/* TODO: nasty determinant macro
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impl<U:std::ops::Add<Output=U>,T:Copy+fixed_wide_traits::wide::WideMul<Output=U>> $struct<T> {
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#[inline]
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pub fn wide_det(&self) -> U {
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$crate::sum_repeating!(
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$( + self.$field.wide_mul(self.$field) ) +
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)
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}
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}
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*/
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};
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}
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// HACK: Allows us to sum repeating tokens in macros.
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// See: https://stackoverflow.com/a/60187870/17452730
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#[doc(hidden)]
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@ -47,6 +47,8 @@ macro_rules! impl_matrix_inner_shim {
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$matrix_info:tt
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) => {
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$crate::macro_repeated!(impl_matrix_inner,$matrix_info,$($vector_info),+);
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#[cfg(feature="fixed_wide")]
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$crate::macro_repeated!(impl_matrix_wide_mul_shim1,($matrix_info,($($vector_info),+)),$($vector_info),+);
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}
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}
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#[doc(hidden)]
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@ -1,4 +1,4 @@
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use crate::{Vector2,Vector3,Matrix3};
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use crate::{Vector2,Vector3,Vector4,Matrix3,Matrix4};
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type Planar64=fixed_wide::types::I32F32;
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type Planar64Wide1=fixed_wide::types::I64F64;
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@ -37,9 +37,27 @@ fn wide_vec3_length_squared(){
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#[test]
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fn wide_matrix_dot(){
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let m=Matrix3::<Vector3<_>>::from_value_2d(Planar64::from(3));
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//normal matrix product
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todo!()
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//let m_dot=m.wide_dot_1_1(m);
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//assert_eq!(m_dot,Matrix3::<Vector3<_>>::from_value_2d(Planar64Wide1::from(3i128.pow(2))));
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let lhs=Matrix3::from([
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Vector4::from([Planar64::from(1),Planar64::from(2),Planar64::from(3),Planar64::from(4)]),
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Vector4::from([Planar64::from(5),Planar64::from(6),Planar64::from(7),Planar64::from(8)]),
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Vector4::from([Planar64::from(9),Planar64::from(10),Planar64::from(11),Planar64::from(12)]),
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]);
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let rhs=Matrix4::from([
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Vector2::from([Planar64::from(1),Planar64::from(2)]),
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Vector2::from([Planar64::from(3),Planar64::from(4)]),
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Vector2::from([Planar64::from(5),Planar64::from(6)]),
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Vector2::from([Planar64::from(7),Planar64::from(8)]),
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]);
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// Mat3<Vec4>.dot(Mat4<Vec2>) -> Mat3<Vec2>
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let m_dot=lhs.wide_dot_3x4_4x2_1_1(rhs);
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//In[1]:= {{1, 2, 3, 4}, {5, 6, 7, 8}, {9, 10, 11, 12}} . {{1, 2}, {3, 4}, {5, 6}, {7, 8}}
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//Out[1]= {{50, 60}, {114, 140}, {178, 220}}
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assert_eq!(
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m_dot,
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Matrix3::from([
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Vector2::from([Planar64Wide1::from(50),Planar64Wide1::from(60)]),
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Vector2::from([Planar64Wide1::from(114),Planar64Wide1::from(140)]),
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Vector2::from([Planar64Wide1::from(178),Planar64Wide1::from(220)]),
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])
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);
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}
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