draco-oxide 0.1.0-alpha.5

draco-oxide is a rust rewrite of Google's draco mesh compression library.
Documentation
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use super::PredictionSchemeImpl;
use crate::core::corner_table::GenericCornerTable;
use crate::core::shared::{CornerIdx, VertexIdx};
use crate::core::{attribute::Attribute, shared::Vector};
use crate::prelude::NdVector;

pub struct MeshParallelogramPrediction<'parents, C, const N: usize> {
    corner_table: &'parents C,
}

impl<'parents, C, const N: usize> PredictionSchemeImpl<'parents, C, N>
    for MeshParallelogramPrediction<'parents, C, N>
where
    C: GenericCornerTable,
    NdVector<N, i32>: Vector<N, Component = i32>,
{
    const ID: u32 = 2;

    type AdditionalDataForMetadata = ();

    fn new(_parents: &[&'parents Attribute], corner_table: &'parents C) -> Self {
        Self { corner_table }
    }

    fn get_values_impossible_to_predict(
        &mut self,
        _seq: &mut Vec<std::ops::Range<usize>>,
    ) -> Vec<std::ops::Range<usize>> {
        unimplemented!();
        // let mut is_already_encoded: Vec<bool> = Vec::new();
        // let mut vertices_without_parallelogram: Vec<ops::Range<usize>> = Vec::new();

        // for face in self.faces {
        //     let mut face = *face;
        //     face.sort();
        //     let num_unvisited_vertices = face.iter()
        //         .filter(|&&v| v>=is_already_encoded.len() || !is_already_encoded[v])
        //         .count();
        //     if num_unvisited_vertices == 3 {
        //         // In the standard edgebreaker decoding, only unpredictable faces are
        //         // the first ones getting encoded among a connected component.
        //         // In the reverse-play decoding, only unpredictable faces are
        //         // the ones that correspond to the 'E' symbol.
        //         if face[0]+1 == face[1] && face[1]+1 == face[2] {
        //             vertices_without_parallelogram.push(face[0]..face[2]+1);
        //         } else if face[0]+1 == face[1] {
        //             vertices_without_parallelogram.push(face[0]..face[1]+1);
        //             vertices_without_parallelogram.push(face[2]..face[2]+1);
        //         } else if face[1]+1 == face[2] {
        //             vertices_without_parallelogram.push(face[0]..face[0]+1);
        //             vertices_without_parallelogram.push(face[1]..face[2]+1);
        //         } else {
        //             vertices_without_parallelogram.push(face[0]..face[0]+1);
        //             vertices_without_parallelogram.push(face[1]..face[1]+1);
        //             vertices_without_parallelogram.push(face[2]..face[2]+1);
        //         }
        //     } else if num_unvisited_vertices == 2 {
        //         let unvisited_vertices = face.into_iter()
        //             .filter(|&v| v>=is_already_encoded.len() || !is_already_encoded[v])
        //             .collect::<Vec<_>>();
        //         let idx1 = unvisited_vertices[0];
        //         let idx2 = unvisited_vertices[1];
        //         if idx1+1 == idx2 {
        //             vertices_without_parallelogram.push(idx1..idx2+1);
        //         } else {
        //             vertices_without_parallelogram.push(idx1..idx1+1);
        //             vertices_without_parallelogram.push(idx2..idx2+1);
        //         }
        //     }
        //     for v in face {
        //         if v >= is_already_encoded.len() {
        //             is_already_encoded.resize(v + 1, false);
        //         }
        //         // ToDo: Remove check
        //         is_already_encoded[v] = true;
        //     }
        // }
        // vertices_without_parallelogram.sort_by(|a,b| a.start.cmp(&b.start));
        // // merge 'vertices_without_parallelogram' with 'value_indices'
        // let merged = merge_indices(vec![seq.clone(), vertices_without_parallelogram]);
        // // modify seq not to contain the merged ranges
        // let mut new_seq = Vec::new();
        // let mut seq_iter = mem::take(seq).into_iter();
        // let mut merged_iter = merged.iter();
        // new_seq.push(seq_iter.next().unwrap());
        // // Safety: just added an element to 'new_seq'
        // let mut r = unsafe {
        //     new_seq.last().unwrap_unchecked().clone() // this clone is cheap
        // };
        // let mut m = merged_iter.next().unwrap();
        // loop {
        //     if m.start < r.start {
        //         m = if let Some(m) = merged_iter.next() {
        //             m
        //         } else {
        //             seq_iter.for_each(|r| new_seq.push(r.clone()));
        //             break;
        //         };
        //         continue;
        //     }

        //     if m.start > r.end {
        //         let new_r = if let Some(r) = seq_iter.next() {
        //             r
        //         } else {
        //             break;
        //         };
        //         new_seq.push(new_r);
        //         // Safety: just added an element to 'new_seq'
        //         r = unsafe {
        //             new_seq.last().unwrap_unchecked().clone() // this clone is cheap
        //         };
        //         continue;
        //     }
        //     // The following cases are impossible since the 'seq' contains 'merged':

        //     // [    m    )
        //     //    [    r    )
        //     debug_assert!(!(r.start > m.start && r.start < m.end && r.end > m.end));

        //     //     [    m    )
        //     // [    r    )
        //     debug_assert!(!(r.start > m.start && r.end > m.start && r.end < m.end));

        //     // [    m    )
        //     //   [  r  )
        //     debug_assert!(!(r.start < m.start && r.end > m.start && r.end < m.end));

        //     // The following cases are the only possibilities:

        //     // [  m  )
        //     // [    r    )
        //     if r.start == m.start && m.end < r.end {
        //         unsafe {
        //             *new_seq.last_mut().unwrap_unchecked() = m.end..r.end;
        //         };
        //         r = m.end..r.end;
        //     }

        //     //   [  m  )
        //     // [    r    )
        //     else if r.start < m.start && m.end < r.end {
        //         unsafe {
        //             *new_seq.last_mut().unwrap_unchecked() = r.start..m.start;
        //         };
        //         new_seq.push(m.end..r.end);
        //         r = m.end..r.end;
        //     }

        //     // [  m  )
        //     // [  r  )
        //     else if r == *m {
        //         new_seq.pop();

        //         r = if let Some(r) = seq_iter.next() {
        //             r
        //         } else {
        //             break;
        //         };
        //         new_seq.push(r.clone());
        //         m = if let Some(m) = merged_iter.next() {
        //             m
        //         } else {
        //             seq_iter.for_each(|r| new_seq.push(r.clone()));
        //             break;
        //         };
        //     }

        //     // No overlap
        //     else {
        //         m = if let Some(m) = merged_iter.next() {
        //             m
        //         } else {
        //             seq_iter.for_each(|r| new_seq.push(r.clone()));
        //             break;
        //         };
        //     }
        // }

        // mem::swap(seq, &mut new_seq);

        // merged
    }

    fn predict(
        &mut self,
        c: CornerIdx,
        vertices_up_till_now: &[VertexIdx],
        attribute: &Attribute,
    ) -> NdVector<N, i32> {
        // Find the the most recent opposite corner.
        // 'diagonal' is the vertex opposite to 'i', and 'a' and 'b' are the other points
        // so that 'a', 'i', 'b', and 'diagonal' form a parallelogram.
        let [a, b, diagonal] = {
            if let Some(opp) = self.corner_table.opposite(c) {
                let opp_v = self.corner_table.vertex_idx(opp);
                let next_v = self.corner_table.vertex_idx(self.corner_table.next(c));
                let prev_v = self.corner_table.vertex_idx(self.corner_table.previous(c));
                if vertices_up_till_now.contains(&opp_v)
                    && vertices_up_till_now.contains(&next_v)
                    && vertices_up_till_now.contains(&prev_v)
                {
                    // we found the opposite corner
                    [
                        self.corner_table.next(c),
                        self.corner_table.previous(c),
                        opp,
                    ]
                } else {
                    // If there is no opposite corner, then we cannot do the parallelogram prediction.
                    // return the most recent value instead.
                    return if let Some(&last_v) = vertices_up_till_now.last() {
                        attribute.get(
                            self.corner_table
                                .point_idx(self.corner_table.left_most_corner(last_v)),
                        )
                    } else {
                        // If there are no vertices or corners up till now, return a zero vector.
                        NdVector::<N, i32>::zero()
                    };
                }
            } else {
                // If there is no opposite corner, then we cannot do the parallelogram prediction.
                // return the most recent value instead.
                return if let Some(&last_v) = vertices_up_till_now.last() {
                    attribute.get(
                        self.corner_table
                            .point_idx(self.corner_table.left_most_corner(last_v)),
                    )
                } else {
                    // If there are no vertices or corners up till now, return a zero vector.
                    NdVector::<N, i32>::zero()
                };
            }
        };

        let diagonal = self.corner_table.point_idx(diagonal);
        let a = self.corner_table.point_idx(a);
        let b = self.corner_table.point_idx(b);

        let a_coord = attribute.get::<NdVector<N, i32>, N>(a);
        let b_coord = attribute.get::<NdVector<N, i32>, N>(b);
        let diagonal_coord = attribute.get::<NdVector<N, i32>, N>(diagonal);
        a_coord + b_coord - diagonal_coord
    }
}

// #[cfg(not(feature = "evaluation"))]
// #[cfg(test)]
// mod test {
//     use std::vec;

//     use super::*;
//     use crate::core::attribute::AttributeId;
//     use crate::core::shared::{ConfigType, NdVector};
//     use crate::encode::connectivity::{edgebreaker::{Config, Edgebreaker}, ConnectivityEncoder};
//     use crate::shared::attribute::prediction_scheme::PredictionSchemeImpl;

//     #[test]
//     fn test_get_impossible_to_predict_1() {
//         // create a mesh that is a disjoint union of two meshes
//         let faces = {
//             let mut torus_in_decoded_order = vec![
//                 [0,1,2], [1,3,4], [0,1,3], [0,3,5], [2,6,7], [4,7,8], [6,7,8], [5,6,8],
//                 [5,8,9], [0,5,9], [0,9,10], [0,2,10], [2,7,10], [7,10,11], [4,7,11], [3,4,11],
//                 [3,11,12], [3,5,12], [5,6,12], [6,12,13], [2,6,13], [1,2,13], [1,13,14], [1,4,14],
//                 [4,8,14], [8,9,14], [9,14,15], [9,10,15], [10,11,15], [11,12,15], [12,13,15], [13,14,15]
//             ];

//             let mut square_in_decoded_order = vec![
//                 [0,1,2], [3,4,5], [4,6,7], [3,4,6], [3,6,8], [3,8,9], [8,9,10], [9,10,11],
//                 [10,11,12], [11,12,13], [1,11,13], [1,13,14], [0,1,14], [0,14,15], [15,16,17], [0,15,16],
//                 [0,16,18], [0,2,18], [2,18,19], [20,21,22], [19,20,21], [2,19,21], [2,21,23], [1,2,23],
//                 [1,11,23], [9,11,23], [9,23,24], [3,9,24], [3,5,24], [5,22,24], [21,22,24], [21,23,24]
//             ];

//             let num_pts_in_torus = torus_in_decoded_order.iter().flatten().max().unwrap()+1;
//             for f in &mut square_in_decoded_order {
//                 for i in 0..3 {
//                     f[i] += num_pts_in_torus;
//                 }
//             }
//             torus_in_decoded_order.append(&mut square_in_decoded_order);
//             torus_in_decoded_order
//         };

//         let points_len = faces.iter().flatten().max().unwrap()+1;
//         let points = vec![NdVector::<3,f64>::zero(); points_len];

//         let parents = vec![
//             Attribute::from_faces(
//                 AttributeId::new(0),
//                 faces,
//                 vec![]
//             ),
//             Attribute::from(
//                 AttributeId::new(1),
//                 points,
//                 AttributeType::Position,
//                 vec![]
//             )
//         ];
//         let parents = [
//             &parents[0],
//             &parents[1]
//         ];

//         let mut mesh_prediction = MeshParallelogramPrediction::<NdVector<3, f32>>::new(&parents);
//         let mut seq = vec![0..points_len];
//         let impossible_to_predict = mesh_prediction.get_values_impossible_to_predict(&mut seq);
//         assert_eq!(seq, vec![5..6, 8..16, 24..32, 34..36, 39..41]);
//         assert_eq!(&impossible_to_predict, &vec![0..5, 6..8, 16..24, 32..34, 36..39]);

//     }

//     #[test]
//     fn test_get_impossible_to_predict_2() {
//         let faces = (0..10).map(|i| [3*i, 3*i+1, 3*i+2]).collect::<Vec<_>>();
//         let points_len = faces.iter().flatten().max().unwrap()+1;
//         let points = vec![NdVector::<3,f64>::zero(); points_len];
//         let parents = vec![
//             Attribute::from_faces(
//                 AttributeId::new(0),
//                 faces,
//                 Vec::new()
//             ),
//             Attribute::from(
//                 AttributeId::new(1),
//                 points,
//                 AttributeType::Position,
//                 vec![AttributeId::new(0)]
//             )
//         ];
//         let parents = [
//             &parents[0],
//             &parents[1]
//         ];
//         let mut mesh_prediction = MeshParallelogramPrediction::<NdVector<3, f32>>::new(&parents);
//         let mut seq = vec![0..points_len];
//         let impossible_to_predict = mesh_prediction.get_values_impossible_to_predict(&mut seq);
//         assert_eq!(seq, vec![]);
//         assert_eq!(impossible_to_predict, vec![0..points_len]);
//     }

//     #[test]
//     fn test_predict() {
//         // square
//         let mut faces = vec![
//             [9,23,24], [8,9,23], [8,9,10], [1,8,10], [1,10,11], [1,2,11], [2,11,12], [2,12,13],
//             [8,22,23], [7,8,22], [1,7,8], [0,1,7], [0,1,2], [0,2,3], [2,3,13], [3,13,14],
//             [7,21,22], [6,7,21], [0,6,7], [0,5,6], [0,3,5], [3,4,5], [3,4,14], [4,14,15],
//             [6,20,21], [6,19,20], [5,6,19], [5,18,19], [4,5,18], [4,17,18], [4,15,17], [15,16,17]
//         ];
//         faces.sort();
//         let points_len = 25;
//         let points = {
//             let mut points = Vec::new();
//             for i in 0..points_len {
//                 let x = i % 5;
//                 let y = (i / 5) % 5;
//                 let z = x + y;
//                 points.push(NdVector::from([x as f32, y as f32, z as f32]));
//             }
//             let map = vec![
//                 24,9,10,11,12,
//                 23,8,1,2,13,
//                 22,7,0,3,14,
//                 21,6,5,4,15,
//                 20,19,18,17,16
//             ];
//             let mut sorted_points = vec![NdVector::zero(); points_len];
//             for (i, f)in map.into_iter().enumerate() {
//                 sorted_points[f] = points[i];
//             }
//             sorted_points
//         };

//         let mut point_att = Attribute::from(
//             AttributeId::new(1),
//             points.clone(),
//             AttributeType::Position,
//             vec![AttributeId::new(0)]
//         );

//         let mut encoder = Edgebreaker::new(Config::default());
//         let mut writer = Vec::new();
//         let result = encoder.encode_connectivity(&mut faces, &mut [&mut point_att], &mut writer);
//         assert!(result.is_ok());

//         let parent = Attribute::from_faces(
//                 AttributeId::new(0),
//                 faces.to_vec(),
//                 Vec::new()
//             );
//         let parents = [
//             &parent
//         ];

//         let mut mesh_prediction = MeshParallelogramPrediction::<NdVector<3, f32>>::new(&parents);
//         let mut seq = vec![0..points_len];
//         let impossible_to_predict = mesh_prediction.get_values_impossible_to_predict(&mut seq);

//         assert_eq!(impossible_to_predict, vec![0..8, 16..18, 20..23]); // faces corresponding to the 'E's

//         let mut points_up_till_now = {
//             // fill the answer for the vertices that are impossible to predict
//             let mut out = vec![NdVector::from([0.0, 0.0, 0.0]); points_len];
//             out[0] = NdVector::from([3.0, 3.0, 6.0]); // 0
//             out[1] = NdVector::from([2.0, 3.0, 5.0]); // 1
//             out[2] = NdVector::from([3.0, 2.0, 5.0]); // 2
//             out[3] = NdVector::from([1.0, 1.0, 2.0]); // 3
//             out[4] = NdVector::from([1.0, 0.0, 1.0]); // 4
//             out[5] = NdVector::from([2.0, 0.0, 2.0]); // 5
//             out[6] = NdVector::from([0.0, 1.0, 1.0]); // 6
//             out[7] = NdVector::from([0.0, 0.0, 0.0]); // 7

//             out[16] = NdVector::from([4.0, 3.0, 7.0]); // 16
//             out[17] = NdVector::from([4.0, 2.0, 6.0]); // 17

//             out[20] = NdVector::from([4.0, 0.0, 4.0]); // 20
//             out[21] = NdVector::from([3.0, 1.0, 4.0]); // 21
//             out[22] = NdVector::from([3.0, 0.0, 3.0]); // 22

//             out
//         };

//         let mut face_max_idx = 0;
//         for i in seq.into_iter().flatten() {
//             while !faces[face_max_idx].contains(&i) {
//                 face_max_idx += 1;
//             }
//             let predicted = mesh_prediction.predict(&point_att.as_slice()[..i]);
//             // In this test, prediction and the original point are the same
//             assert_eq!(predicted, point_att.get(i), "i: {}, ", i);
//             points_up_till_now[i] = predicted;
//         }
//     }
// }