How can I create custom loss function in Keras which is different for each sample





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I have e.g. 100 samples (100 outputs). I would like to write custom loss function with a "weight" for each sample:



(target[j] - prediction[j])**2 + f(j),


Where f is a custom numeric function (e.g. j**2). How can I do this
Now I am only able to create "universal" loss function (without "weights"):



def customloss(target,prediction):
return (target - prediction)**2


The problem is I cannot get the index (j).










share|improve this question

























  • Why dont you add an extra parameter weight? A vector with the weight for each sample.

    – Imanol Luengo
    Nov 16 '16 at 18:55













  • The problem is AFAIK weights can only multiply results, so I would get sth like that: (target[j] - prediction[j])**2 * f(j) and I would like to add "weights" instead of multiply by them

    – Filip Sokolowski
    Nov 18 '16 at 15:56




















1















I have e.g. 100 samples (100 outputs). I would like to write custom loss function with a "weight" for each sample:



(target[j] - prediction[j])**2 + f(j),


Where f is a custom numeric function (e.g. j**2). How can I do this
Now I am only able to create "universal" loss function (without "weights"):



def customloss(target,prediction):
return (target - prediction)**2


The problem is I cannot get the index (j).










share|improve this question

























  • Why dont you add an extra parameter weight? A vector with the weight for each sample.

    – Imanol Luengo
    Nov 16 '16 at 18:55













  • The problem is AFAIK weights can only multiply results, so I would get sth like that: (target[j] - prediction[j])**2 * f(j) and I would like to add "weights" instead of multiply by them

    – Filip Sokolowski
    Nov 18 '16 at 15:56
















1












1








1








I have e.g. 100 samples (100 outputs). I would like to write custom loss function with a "weight" for each sample:



(target[j] - prediction[j])**2 + f(j),


Where f is a custom numeric function (e.g. j**2). How can I do this
Now I am only able to create "universal" loss function (without "weights"):



def customloss(target,prediction):
return (target - prediction)**2


The problem is I cannot get the index (j).










share|improve this question
















I have e.g. 100 samples (100 outputs). I would like to write custom loss function with a "weight" for each sample:



(target[j] - prediction[j])**2 + f(j),


Where f is a custom numeric function (e.g. j**2). How can I do this
Now I am only able to create "universal" loss function (without "weights"):



def customloss(target,prediction):
return (target - prediction)**2


The problem is I cannot get the index (j).







python keras loss






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Nov 16 '16 at 13:10









Div

4,41092647




4,41092647










asked Nov 16 '16 at 13:01









Filip SokolowskiFilip Sokolowski

61




61













  • Why dont you add an extra parameter weight? A vector with the weight for each sample.

    – Imanol Luengo
    Nov 16 '16 at 18:55













  • The problem is AFAIK weights can only multiply results, so I would get sth like that: (target[j] - prediction[j])**2 * f(j) and I would like to add "weights" instead of multiply by them

    – Filip Sokolowski
    Nov 18 '16 at 15:56





















  • Why dont you add an extra parameter weight? A vector with the weight for each sample.

    – Imanol Luengo
    Nov 16 '16 at 18:55













  • The problem is AFAIK weights can only multiply results, so I would get sth like that: (target[j] - prediction[j])**2 * f(j) and I would like to add "weights" instead of multiply by them

    – Filip Sokolowski
    Nov 18 '16 at 15:56



















Why dont you add an extra parameter weight? A vector with the weight for each sample.

– Imanol Luengo
Nov 16 '16 at 18:55







Why dont you add an extra parameter weight? A vector with the weight for each sample.

– Imanol Luengo
Nov 16 '16 at 18:55















The problem is AFAIK weights can only multiply results, so I would get sth like that: (target[j] - prediction[j])**2 * f(j) and I would like to add "weights" instead of multiply by them

– Filip Sokolowski
Nov 18 '16 at 15:56







The problem is AFAIK weights can only multiply results, so I would get sth like that: (target[j] - prediction[j])**2 * f(j) and I would like to add "weights" instead of multiply by them

– Filip Sokolowski
Nov 18 '16 at 15:56














1 Answer
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This might not be further relevant, but you can create a second network with an Input Layer. Towards that Input Layer you pass an Array that represents your weights.



Now wrap your model:



weight_layer = Input(shape=(None,dim))
m2 = Model(input=[m1.inputs,weight_layer],output=m1.outputs)


Since the output of a loss functions is also a Tensor you can add the weight_layer to your loss.
e.g.:



def customloss(y_true,y_pred):
return K.binary_crossentropy(y_true,y_pred) + weight_layer
m2.compile(optimizer='adam',loss=customloss,...)





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    1 Answer
    1






    active

    oldest

    votes









    active

    oldest

    votes






    active

    oldest

    votes









    0














    This might not be further relevant, but you can create a second network with an Input Layer. Towards that Input Layer you pass an Array that represents your weights.



    Now wrap your model:



    weight_layer = Input(shape=(None,dim))
    m2 = Model(input=[m1.inputs,weight_layer],output=m1.outputs)


    Since the output of a loss functions is also a Tensor you can add the weight_layer to your loss.
    e.g.:



    def customloss(y_true,y_pred):
    return K.binary_crossentropy(y_true,y_pred) + weight_layer
    m2.compile(optimizer='adam',loss=customloss,...)





    share|improve this answer






























      0














      This might not be further relevant, but you can create a second network with an Input Layer. Towards that Input Layer you pass an Array that represents your weights.



      Now wrap your model:



      weight_layer = Input(shape=(None,dim))
      m2 = Model(input=[m1.inputs,weight_layer],output=m1.outputs)


      Since the output of a loss functions is also a Tensor you can add the weight_layer to your loss.
      e.g.:



      def customloss(y_true,y_pred):
      return K.binary_crossentropy(y_true,y_pred) + weight_layer
      m2.compile(optimizer='adam',loss=customloss,...)





      share|improve this answer




























        0












        0








        0







        This might not be further relevant, but you can create a second network with an Input Layer. Towards that Input Layer you pass an Array that represents your weights.



        Now wrap your model:



        weight_layer = Input(shape=(None,dim))
        m2 = Model(input=[m1.inputs,weight_layer],output=m1.outputs)


        Since the output of a loss functions is also a Tensor you can add the weight_layer to your loss.
        e.g.:



        def customloss(y_true,y_pred):
        return K.binary_crossentropy(y_true,y_pred) + weight_layer
        m2.compile(optimizer='adam',loss=customloss,...)





        share|improve this answer















        This might not be further relevant, but you can create a second network with an Input Layer. Towards that Input Layer you pass an Array that represents your weights.



        Now wrap your model:



        weight_layer = Input(shape=(None,dim))
        m2 = Model(input=[m1.inputs,weight_layer],output=m1.outputs)


        Since the output of a loss functions is also a Tensor you can add the weight_layer to your loss.
        e.g.:



        def customloss(y_true,y_pred):
        return K.binary_crossentropy(y_true,y_pred) + weight_layer
        m2.compile(optimizer='adam',loss=customloss,...)






        share|improve this answer














        share|improve this answer



        share|improve this answer








        edited Feb 25 at 21:25

























        answered Nov 24 '18 at 17:22









        mssmss

        65




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