Meaning of the Margin in a Contrastive Loss function












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I'm building a siamese network for a metric-learning task, using a contrastive loss function, and I'm uncertain on how to set the 'margin' hyperparameter for the loss, or how to interpret the value. I see what it means with respect to the loss function, but couldn't the neural network just learn to project outputs that suit any given margin? What heuristics can I use to pick a value or range?



My inputs to the loss function are currently 1024-dimension dense embeddings from an RNN layer - Does the dimensionality of that input affect how I pick a margin? Should I use a dense layer to project it to a lower-dimensional space first? Any pointers on how to pick a specific margin value (or any relevant research) would be really appreciated! In case it matters, I'm using PyTorch.










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    $begingroup$


    I'm building a siamese network for a metric-learning task, using a contrastive loss function, and I'm uncertain on how to set the 'margin' hyperparameter for the loss, or how to interpret the value. I see what it means with respect to the loss function, but couldn't the neural network just learn to project outputs that suit any given margin? What heuristics can I use to pick a value or range?



    My inputs to the loss function are currently 1024-dimension dense embeddings from an RNN layer - Does the dimensionality of that input affect how I pick a margin? Should I use a dense layer to project it to a lower-dimensional space first? Any pointers on how to pick a specific margin value (or any relevant research) would be really appreciated! In case it matters, I'm using PyTorch.










    share|improve this question







    New contributor




    Vishnu Menon is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
    Check out our Code of Conduct.







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      $begingroup$


      I'm building a siamese network for a metric-learning task, using a contrastive loss function, and I'm uncertain on how to set the 'margin' hyperparameter for the loss, or how to interpret the value. I see what it means with respect to the loss function, but couldn't the neural network just learn to project outputs that suit any given margin? What heuristics can I use to pick a value or range?



      My inputs to the loss function are currently 1024-dimension dense embeddings from an RNN layer - Does the dimensionality of that input affect how I pick a margin? Should I use a dense layer to project it to a lower-dimensional space first? Any pointers on how to pick a specific margin value (or any relevant research) would be really appreciated! In case it matters, I'm using PyTorch.










      share|improve this question







      New contributor




      Vishnu Menon is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.







      $endgroup$




      I'm building a siamese network for a metric-learning task, using a contrastive loss function, and I'm uncertain on how to set the 'margin' hyperparameter for the loss, or how to interpret the value. I see what it means with respect to the loss function, but couldn't the neural network just learn to project outputs that suit any given margin? What heuristics can I use to pick a value or range?



      My inputs to the loss function are currently 1024-dimension dense embeddings from an RNN layer - Does the dimensionality of that input affect how I pick a margin? Should I use a dense layer to project it to a lower-dimensional space first? Any pointers on how to pick a specific margin value (or any relevant research) would be really appreciated! In case it matters, I'm using PyTorch.







      neural-network deep-learning classification pytorch






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      Vishnu Menon is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
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