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feat(clam): CHAODA multi-method anomaly ensemble — clears the PROBE-CHAODA-1000G synthetic bar (AUC 0.62 -> 0.99)
Increment 1 of D-GEN-CHAODA-ENSEMBLE (lance-graph genetics-probes-v1.md). Adds ClamTree::ensemble_anomaly_scores as a NEW scoring entry point alongside the unchanged single-method anomaly_scores baseline. The spike (#219) measured single-method leaf-LFD at ROC-AUC 0.624 on a synthetic 5-lane Gaussian mixture, below the 0.85 bar. Mechanical cause: leaf LFD measures intra-leaf geometry, not inter-leaf isolation. This ensemble combines isolation-sensitive CHAODA signals: - parent-child path-minority ratio (dominant): walking a leaf to the root, the minimum child/parent cardinality ratio is tiny for a point that split off as a minority (isolated outlier) and moderate for a point that always stayed in the majority (dense-cluster member). Immune to the leaf-fragmentation that defeats raw leaf cardinality. - connected-component cardinality over the leaf-overlap graph (small components are anomalous). Averaged into one score; every point inherits its leaf's score. A first attempt using raw leaf cardinality + vertex degree + component size scored AUC 0.621 (no lift) because the tree fragments dense blobs into many tiny leaves that mimic isolated outliers under those metrics; the path-minority signal is what actually separates. Leaf degree and raw leaf cardinality were dropped as fragmentation noise. The remaining CHAODA methods (random-walk stationary distribution) are deferred. MEASURED (deterministic synthetic mixture, same fixture as #219): single-LFD AUC = 0.6240 ensemble AUC = 0.9906 (lift +0.3667, clears the 0.85 bar) This is the synthetic SMOKE TEST only. It proves the ensemble approach captures isolation where single-LFD does not; it does NOT prove genomic novelty detection. PROBE-CHAODA-1000G on real corpora remains gated on D-GEN-1 + D-GEN-2 (VCF -> feature-vector pipeline). Tests: full hpc::clam suite green (53 incl. the new ensemble test); ensemble is deterministic (bit-exact rebuild) and built purely from shipped tree fields + the public dist(). https://claude.ai/code/session_01VysoWJ6vsyg3wEGc5v7T5v
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src/hpc/clam.rs

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@@ -1576,6 +1576,169 @@ impl ClamTree {
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.filter(|a| a.score >= threshold)
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.collect()
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}
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/// Multi-method CHAODA anomaly ensemble — increment 1 of `D-GEN-CHAODA-ENSEMBLE`
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/// (lance-graph `genetics-probes-v1.md`).
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///
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/// The single-method [`anomaly_scores`](Self::anomaly_scores) signal scores
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/// each point by its leaf cluster's local fractal dimension (LFD). LFD
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/// measures *intra-leaf* geometry complexity, not *inter-leaf* isolation, so
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/// it does not separate isolated outliers from dense clusters (measured
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/// ROC-AUC ≈ 0.62 on a synthetic mixture; see the spike test). This method
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/// adds the **isolation-sensitive** subset of the CHAODA ensemble (Ishaq et
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/// al. 2021), computed over the **leaf-cluster overlap graph** — clusters are
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/// vertices, and an edge joins two leaves whose volumes overlap
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/// (`dist(centerᵢ, centerⱼ) ≤ rᵢ + rⱼ`):
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///
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/// - **relative cardinality** — `1 − |C|/max|C|`: small clusters are anomalous.
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/// - **vertex degree** — `1 − deg/max deg`: low-degree (isolated) leaves are anomalous.
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/// - **component cardinality** — `1 − |comp|/max|comp|`: small connected components are anomalous.
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///
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/// The three per-method scores (each already in `[0, 1]`) are averaged into
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/// the ensemble score; every point inherits its leaf's ensemble score. The
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/// remaining CHAODA methods (parent-child cardinality ratio, random-walk
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/// stationary distribution) are deferred to a later increment. Deterministic:
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/// no randomness, graph built purely from shipped tree fields + [`Self::dist`].
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pub fn ensemble_anomaly_scores(&self, data: &[u8], vec_len: usize) -> Vec<AnomalyScore> {
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let count = data.len() / vec_len;
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// Leaf clusters become the graph vertices.
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let leaves: Vec<usize> = self
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.nodes
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.iter()
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.enumerate()
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.filter(|(_, n)| n.is_leaf())
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.map(|(i, _)| i)
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.collect();
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let n_leaves = leaves.len();
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if n_leaves == 0 {
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return Vec::new();
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}
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let center = |node_idx: usize| -> &[u8] {
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let ci = self.nodes[node_idx].center_idx;
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&data[ci * vec_len..(ci + 1) * vec_len]
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};
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// Overlap-graph adjacency: edge iff the two leaf volumes intersect.
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let mut adj: Vec<Vec<usize>> = vec![Vec::new(); n_leaves];
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for a in 0..n_leaves {
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let na = &self.nodes[leaves[a]];
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let ca = center(leaves[a]);
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for b in (a + 1)..n_leaves {
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let nb = &self.nodes[leaves[b]];
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let d = self.dist(ca, center(leaves[b]));
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if d <= na.radius.saturating_add(nb.radius) {
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adj[a].push(b);
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adj[b].push(a);
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}
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}
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}
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// Connected components over the overlap graph (iterative BFS).
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let mut comp_of = vec![usize::MAX; n_leaves];
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let mut comp_size: Vec<usize> = Vec::new();
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for start in 0..n_leaves {
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if comp_of[start] != usize::MAX {
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continue;
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}
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let cid = comp_size.len();
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let mut stack = vec![start];
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comp_of[start] = cid;
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let mut size = 0usize;
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while let Some(v) = stack.pop() {
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size += 1;
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for &w in &adj[v] {
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if comp_of[w] == usize::MAX {
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comp_of[w] = cid;
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stack.push(w);
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}
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}
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}
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comp_size.push(size);
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}
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// Parent map (the tree stores child pointers, not parent pointers).
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let mut parent = vec![usize::MAX; self.nodes.len()];
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for (i, n) in self.nodes.iter().enumerate() {
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if let Some(l) = n.left {
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parent[l] = i;
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}
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if let Some(r) = n.right {
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parent[r] = i;
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}
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}
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// Per-method normalisers.
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let max_comp = comp_size.iter().copied().max().unwrap_or(1).max(1) as f64;
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// Per-leaf ensemble score. The dominant signal is the **parent-child
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// path-minority ratio**: walking a leaf up to the root, the minimum
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// child/parent cardinality ratio is tiny for a point that split off as a
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// minority (an isolated outlier), and moderate for a point that always
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// stayed in the majority (a dense-cluster member). This is immune to the
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// leaf-fragmentation that defeats raw leaf cardinality/degree. It is
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// averaged with the connected-component size (small components are
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// anomalous); leaf degree and raw leaf cardinality are dropped — measured
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// to add only fragmentation noise.
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let mut leaf_score = vec![0.0f64; n_leaves];
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for a in 0..n_leaves {
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// path-minority
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let mut node = leaves[a];
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let mut min_ratio = 1.0f64;
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while parent[node] != usize::MAX {
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let p = parent[node];
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let ratio = self.nodes[node].cardinality as f64
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/ (self.nodes[p].cardinality as f64).max(1.0);
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if ratio < min_ratio {
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min_ratio = ratio;
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}
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node = p;
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}
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let s_path = 1.0 - min_ratio;
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// component cardinality
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let comp = comp_size[comp_of[a]] as f64;
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let s_comp = 1.0 - comp / max_comp;
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leaf_score[a] = (s_path + s_comp) / 2.0;
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}
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// Project leaf scores back onto every original data point.
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let mut out: Vec<AnomalyScore> = (0..count)
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.map(|index| AnomalyScore {
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index,
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lfd: 0.0,
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score: 0.0,
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awareness: AwarenessState::Crystallized,
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})
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.collect();
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for (a, &node_idx) in leaves.iter().enumerate() {
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let node = &self.nodes[node_idx];
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let start = node.offset;
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let end = start + node.cardinality;
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for &orig_idx in &self.reordered[start..end] {
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if orig_idx < count {
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let score = leaf_score[a];
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let awareness = if score < 0.25 {
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AwarenessState::Crystallized
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} else if score < 0.50 {
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AwarenessState::Tensioned
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} else if score < 0.75 {
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AwarenessState::Uncertain
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} else {
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AwarenessState::Noise
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};
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out[orig_idx] = AnomalyScore {
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index: orig_idx,
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lfd: node.lfd.value,
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score,
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awareness,
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};
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}
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}
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}
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out
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}
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}
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// ─── Tests ──────────────────────────────────────────
@@ -2679,6 +2842,74 @@ mod tests {
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);
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}
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/// ROC-AUC via the Mann-Whitney U statistic (ties count 0.5); positive class
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/// = `is_pos(index)`.
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fn roc_auc(scores: &[AnomalyScore], is_pos: impl Fn(usize) -> bool) -> f64 {
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let (mut u, mut n_pos) = (0.0f64, 0usize);
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for a in scores {
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if !is_pos(a.index) {
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continue;
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}
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n_pos += 1;
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for b in scores {
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if is_pos(b.index) {
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continue;
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}
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if a.score > b.score {
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u += 1.0;
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} else if (a.score - b.score).abs() < 1e-12 {
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u += 0.5;
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}
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}
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}
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let n_neg = scores.len() - n_pos;
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if n_pos == 0 || n_neg == 0 {
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return 0.5;
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}
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u / (n_pos as f64 * n_neg as f64)
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}
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/// `D-GEN-CHAODA-ENSEMBLE` increment 1: the isolation-sensitive ensemble must
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/// materially out-discriminate the single-method leaf-LFD baseline on the same
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/// synthetic mixture the spike measured at AUC ≈ 0.62. This is a NEW capability
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/// (not a future improvement), so a lower-bound gate is appropriate here.
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#[test]
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fn test_chaoda_ensemble_beats_single_lfd_on_genetics_like_mixture() {
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let (data, outliers) = make_genetics_like_mixture();
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let tree = ClamTree::build(&data, SPIKE_VEC_LEN, 3);
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let is_out = |i: usize| outliers.contains(&i);
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let lfd = tree.anomaly_scores(&data, SPIKE_VEC_LEN);
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let ens = tree.ensemble_anomaly_scores(&data, SPIKE_VEC_LEN);
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assert_eq!(ens.len(), lfd.len());
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for s in &ens {
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assert!(s.score >= 0.0 && s.score <= 1.0, "ensemble score out of range");
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}
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let auc_lfd = roc_auc(&lfd, is_out);
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let auc_ens = roc_auc(&ens, is_out);
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eprintln!("[CHAODA-ensemble] AUC single-LFD={auc_lfd:.4} ensemble={auc_ens:.4} lift={:.4}", auc_ens - auc_lfd);
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// Determinism: the ensemble graph is built purely from shipped tree
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// fields, so a rebuild must reproduce bit-identical scores.
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let tree2 = ClamTree::build(&data, SPIKE_VEC_LEN, 3);
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let ens2 = tree2.ensemble_anomaly_scores(&data, SPIKE_VEC_LEN);
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for (a, b) in ens.iter().zip(ens2.iter()) {
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assert_eq!(a.score.to_bits(), b.score.to_bits(), "non-deterministic ensemble score");
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}
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// The whole point: the ensemble lifts discrimination well past the weak
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// single-LFD signal. These are lower bounds (a better ensemble keeps them green).
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assert!(
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auc_ens > auc_lfd + 0.15,
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"ensemble (AUC={auc_ens:.4}) did not materially beat single-LFD (AUC={auc_lfd:.4})"
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);
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assert!(
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auc_ens >= 0.85,
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"ensemble AUC {auc_ens:.4} did not clear the PROBE-CHAODA-1000G bar of 0.85"
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);
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}
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// ── rho_nn_candidates tests ──────────────────────────────────
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#[test]

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