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  5. HingeEmbeddingLoss

torch.nn.HingeEmbeddingLoss

class HingeEmbeddingLoss extends Module
new HingeEmbeddingLoss(options?: HingeEmbeddingLossOptions)
readonlymargin(number)
readonlyreduction(Reduction)

Hinge Embedding Loss: metric learning loss for pairs with binary labels (similar/dissimilar).

Computes a margin-based hinge loss for embeddings with binary labels (1 = similar, -1 = dissimilar). When target=1, penalizes if embedding is far from origin (pull closer). When target=-1, penalizes if embedding is close to origin (push farther). Used in Siamese networks and metric learning for similarity judgments.

When to use HingeEmbeddingLoss:

  • Siamese networks (learning embeddings of pairs)
  • Binary similarity/dissimilarity judgment
  • Learning distance metrics
  • When you want a simple hinge-based metric loss
  • Comparing single embeddings against a reference

Trade-offs:

  • vs TripletMarginLoss: Hinge works on single embeddings; triplet needs 3 samples
  • vs CosineEmbeddingLoss: Different geometry (hinge vs cosine similarity)
  • vs ContrastiveLoss: Similar concept but different formula
  • Simplicity: Simpler than triplet but less expressive

Algorithm: For each embedding with target y ∈ {1, -1}:

  • If y == 1: loss = max(0, margin - embedding_norm) (pull toward origin)
  • If y == -1: loss = max(0, embedding_norm - margin) (push away from origin)

Uses norm (distance from origin) of the embedding, not relative distances.

loss={max⁡(0,margin−∥embedding∥)if target=1max⁡(0,∥embedding∥−margin)if target=−1\begin{aligned} \text{loss} = \begin{cases} \max(0, \text{margin} - \|\text{embedding}\|) & \text{if } \text{target} = 1 \\ \max(0, \|\text{embedding}\| - \text{margin}) & \text{if } \text{target} = -1 \end{cases} \end{aligned}loss={max(0,margin−∥embedding∥)max(0,∥embedding∥−margin)​if target=1if target=−1​​
  • Norm-based: Operates on embedding norm (distance from origin)
  • Binary labels: Requires target to be 1 (similar) or -1 (dissimilar)
  • Margin role: Boundary between similar and dissimilar embeddings
  • Simple metric: Easier to tune than triplet but less expressive
  • Origin-centric: Compares to origin, not relative to other samples

Examples

// Siamese network: learn embeddings for similarity
const hinge_loss = new torch.nn.HingeEmbeddingLoss({ margin: 1.0 });

// Embedding for similar pair (same class)
const similar_embedding = torch.randn([32, 128]);
// Embedding for dissimilar pair (different class)
const dissimilar_embedding = torch.randn([32, 128]);

const similar_target = torch.ones([32]);   // 1 = similar
const dissimilar_target = torch.ones([32]).mul(-1);  // -1 = dissimilar

const loss_sim = hinge_loss.forward(similar_embedding, similar_target);
const loss_dissim = hinge_loss.forward(dissimilar_embedding, dissimilar_target);
const total_loss = loss_sim + loss_dissim;
// Siamese network with pairwise comparison
class SiameseNetwork extends torch.nn.Module {
  encoder: torch.nn.Linear;

  constructor() {
    super();
    this.encoder = new torch.nn.Linear(784, 128);
  }

  forward(x: torch.Tensor): torch.Tensor {
    return this.encoder.forward(x);  // Output embeddings
  }
}

const model = new SiameseNetwork();
const hinge_loss = new torch.nn.HingeEmbeddingLoss({ margin: 1.0 });

// Train with pairs
const img1 = torch.randn([32, 784]);
const img2 = torch.randn([32, 784]);
const labels = torch.cat([torch.ones([16]), torch.ones([16]).mul(-1)]);

const emb1 = model.forward(img1);
// Compare embeddings (could compute distance/similarity here)
// Simplified: using embedding norm
const loss = hinge_loss.forward(emb1, labels);

See Also

  • PyTorch torch.nn.HingeEmbeddingLoss
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