matrix test to pass
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@ -1,7 +1,7 @@
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use fixed_wide_traits::wide::WideMul;
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use fixed_wide_traits::wide::WideDot;
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use crate::Vector3;
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use crate::{Vector2,Vector3,Matrix3};
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type Planar64=fixed_wide::types::I32F32;
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type Planar64Wide1=fixed_wide::types::I64F64;
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@ -51,15 +51,17 @@ fn wide_vec3_length_squared(){
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}
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#[test]
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fn wide_matrix_dot_vs_vec_of_vec_dot(){
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let vv=Vector3::<crate::Vector2<_>>::from_value_2d(Planar64::from(3));
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fn wide_vec_of_vec_dot(){
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let vv=Vector3::<Vector2<_>>::from_value_2d(Planar64::from(3));
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// do the dot product of the inner vectors multiplied component wise
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// this lowers the rank of the data structure and is kind of a weird operation lol
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let vv_dot=vv.wide_dot(vv);
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assert_eq!(vv_dot,crate::Vector2::from_value(Planar64Wide1::from(3i128.pow(3))));
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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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//let m_dot=m.wide_dot(m);
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//assert_eq!(m_dot,Vector3::from_value(Planar64Wide1::from(3i128.pow(3))));
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assert_eq!(vv_dot,Vector2::from_value(Planar64Wide1::from(3i128.pow(3))));
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}
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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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let m_dot=m.wide_dot(m);
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assert_eq!(m_dot,Matrix3::<Vector3<_>>::from_value_2d(Planar64Wide1::from(3i128.pow(2))));
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}
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