Reading Notes: Ranking Graph Embedding for Learning to Rerank

Mainidea  In thispaper, the author proposes a method that introducing ranking information intodimensionality reduction significantly increases the performance of imagesearch reranking.

1)      The proposed method transformsgraph embedding, a general framework of dimensionality reduction, into rankinggraph embedding (RANGE) by modeling the global structure and the localrelationships in and between different relevance degree sets, respectively.

2)       The proposed method also defines three types of edge weightassignment between two nodes: binary, reconstruction, and global.

3)       In addition, a novel principal components analysis based similaritycalculation method is presented in the stage of global graph construction.

 

Motivation  Dimensionality reduction is a key step to improving thegeneralization ability of reranking in image search. However, existingdimensionality reduction methods are typically designed for classification,clustering, and visualization, rather than for the task of learning to rank. Withoutusing of ranking information such as relevance degree labels, directutilization of conventional dimensionality reduction methods in ranking tasksgenerally cannot achieve the best performance. So the authors propose a dimensionalityreduction approach based on ranking information like different relevance degreeset and global structure.

 

Contribution Contributionsin this paper are summarized as follows:

1) Considering ranking information in dimensionalityreduction, the author proposes a novel algorithm by extending graph embeddingwith relevance degree labels information.

2) A new semi-supervised featuredimensionality reduction based image search reranking framework is proposed.

3) Develop a PCA-based adaptive edge weightassignment method in graph construction.

4) divide the edge weight assignment intothree types: binary, reconstructive, and global. Binary edge weight assignmentis used for modeling the relationships between two very relevant nodes, tworelevant nodes, two irrelevant nodes, and a very relevant node and anirrelevant node. The reconstruction one is used for modeling the relationshipsbetween a relevant node and a very relevant node, a relevant node and anirrelevant node. The global one is used for modeling the “intrinsic structure”over the whole examples.

 

PersonalOpinion  Consideringour work on hashing and image retrieval, the model of this paper can be seen asa semi-supervised hashing model. It seems like that it just learn a projectionmatrix W for dimensionality reduction. As discuss above, the contributions ofthis paper lie in that for the first time, a dimensionality reduction method consideringthe label information and global structure is proposed. The idea and optimizationmethod are simple, but it works. 

### Hierarchical Embedding Model for Personalized Product Search In machine learning, hierarchical embedding models aim to capture the intricate relationships between products and user preferences by organizing items within a structured hierarchy. This approach facilitates more accurate recommendations and search results tailored specifically towards individual users' needs. A hierarchical embedding model typically involves constructing embeddings that represent both product features and their positions within a category tree or other organizational structures[^1]. For personalized product searches, this means not only capturing direct attributes of each item but also understanding how these relate across different levels of abstraction—from specific brands up through broader categories like electronics or clothing. To train such models effectively: - **Data Preparation**: Collect data on user interactions with various products along with metadata describing those goods (e.g., price range, brand name). Additionally, gather information about any existing hierarchies used in categorizing merchandise. - **Model Architecture Design**: Choose an appropriate neural network architecture capable of processing multi-level inputs while maintaining computational efficiency during training sessions. Techniques from contrastive learning can be particularly useful here as they allow systems to learn meaningful representations even when labels are scarce or noisy[^3]. - **Objective Function Formulation**: Define loss functions aimed at optimizing performance metrics relevant for ranking tasks; minimizing negative log-likelihood serves well as it encourages correct predictions over incorrect ones[^4]. Here’s a simplified example using Python code snippet demonstrating part of what might go into building one aspect of this kind of system—learning embeddings based off some hypothetical dataset containing customer reviews alongside associated product IDs: ```python import torch from torch import nn class HierarchicalEmbedder(nn.Module): def __init__(self, vocab_size, embed_dim=100): super().__init__() self.embedding = nn.Embedding(vocab_size, embed_dim) def forward(self, x): return self.embedding(x) # Example usage: vocab_size = 5000 # Number of unique words/products embeddings_model = HierarchicalEmbedder(vocab_size) input_tensor = torch.LongTensor([i for i in range(10)]) # Simulated input indices output_embeddings = embeddings_model(input_tensor) print(output_embeddings.shape) # Should output something similar to "torch.Size([10, 100])" ``` This script initializes a simple PyTorch module designed to generate fixed-size vector outputs corresponding to given integer keys representing either textual tokens found within review texts or numeric identifiers assigned uniquely per catalog entry.
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