# HugeCTR Layer Classes and Methods

This document introduces different layer classes and corresponding methods in the Python API of HugeCTR. The description of each method includes its functionality, arguments, and examples of usage.

## Input Layer

hugectr.Input()


Input layer specifies the parameters related to the data input. Input layer should be added to the Model instance first so that the following SparseEmbedding and DenseLayer instances can access the inputs with their specified names.

Arguments

• label_dim: Integer, the label dimension. 1 implies it is a binary label. For example, if an item is clicked or not. There is NO default value and it should be specified by users.

• label_name: String, the name of the label tensor to be referenced by following layers. There is NO default value and it should be specified by users.

• dense_dim: Integer, the number of dense (or continuous) features. If there is no dense feature, set it to 0. There is NO default value and it should be specified by users.

• dense_name: Integer, the name of the dense input tensor to be referenced by following layers. There is NO default value and it should be specified by users.

• data_reader_sparse_param_array: List[hugectr.DataReaderSparseParam], the list of the sparse parameters for categorical inputs. Each DataReaderSparseParam instance should be constructed with sparse_name, nnz_per_slot, is_fixed_length and slot_num.

• sparse_name is the name of the sparse input tensors to be referenced by following layers. There is NO default value and it should be specified by users.

• nnz_per_slot is the maximum number of features for each slot for the specified spare input. The nnz_per_slot can be an int which means average nnz per slot so the maximum number of features per sample should be nnz_per_slot * slot_num. Or you can use List[int] to initialize nnz_per_slot, then the maximum number of features per sample should be sum(nnz_per_slot) and in this case, the length of the array nnz_per_slot should be the same with slot_num.

• is_fixed_length is used to identify whether categorical inputs has the same length for each slot among all samples. If different samples have the same number of features for each slot, then user can set is_fixed_length = True and HugeCTR can use this information to reduce data transferring time.

• slot_num specifies the number of slots used for this sparse input in the dataset.

Example:

model.add(hugectr.Input(label_dim = 1, label_name = "label",
dense_dim = 13, dense_name = "dense",

model.add(hugectr.Input(label_dim = 1, label_name = "label",
dense_dim = 13, dense_name = "dense",


## Sparse Embedding

SparseEmbedding class

hugectr.SparseEmbedding()


SparseEmbedding specifies the parameters related to the sparse embedding layer. One or several SparseEmbedding layers should be added to the Model instance after Input and before DenseLayer.

Arguments

• embedding_type: The embedding type. Specify one of the following values:

• hugectr.Embedding_t.DistributedSlotSparseEmbeddingHash

• hugectr.Embedding_t.LocalizedSlotSparseEmbeddingHash

• hugectr.Embedding_t.LocalizedSlotSparseEmbeddingOneHot

For information about the different embedding types, see Embedding Types Detail. This argument does not have a default value. You must specify a value.

• workspace_size_per_gpu_in_mb: Integer, the workspace memory size in megabyte per GPU. This workspace memory must be big enough to hold all the embedding vocabulary and its corresponding optimizer state that is used during the training and evaluation. To understand how to set this value, see How to set workspace_size_per_gpu_in_mb and slot_size_array. This argument does not have a default value. You must specify a value.

• embedding_vec_size: Integer, the embedding vector size. This argument does not have a default value. You must specify a value.

• combiner: String, the intra-slot reduction operation. Specify sum or mean. This argument does not have a default value. You must specify a value.

• sparse_embedding_name: String, the name of the sparse embedding tensor. This name is referenced by the following layers. This argument does not have a default value. You must specify a value.

• bottom_name: String, the number of the bottom tensor to consume with this sparse embedding layer. Please note that the value should be a predefined sparse input name. This argument does not have a default value. You must specify a value.

• slot_size_array: List[int], specify the maximum key value from each slot. It should be consistent with that of the sparse input. This parameter is used in LocalizedSlotSparseEmbeddingHash and LocalizedSlotSparseEmbeddingOneHot. The value you specify can help avoid wasting memory that is caused by an imbalanced vocabulary size. For more informtion, see How to set workspace_size_per_gpu_in_mb and slot_size_array. This argument does not have a default value. You must specify a value.

• optimizer: OptParamsPy, the optimizer that is dedicated to this sparse embedding layer. If you do not specify the optimizer for the sparse embedding, the sparse embedding layer adopts the same optimizer as dense layers.

## Embedding Types Detail

### DistributedSlotSparseEmbeddingHash Layer

The DistributedSlotSparseEmbeddingHash stores embeddings in an embedding table and gets them by using a set of integers or indices. The embedding table can be segmented into multiple slots or feature fields, which spans multiple GPUs and nodes. With DistributedSlotSparseEmbeddingHash, each GPU will have a portion of a slot. This type of embedding is useful when there’s an existing load imbalance among slots and OOM issues.

Important Notes:

• In a single embedding layer, it is assumed that input integers represent unique feature IDs, which are mapped to unique embedding vectors. All the embedding vectors in a single embedding layer must have the same size. If you want some input categorical features to have different embedding vector sizes, use multiple embedding layers.

• The input indices’ data type, input_key_type, is specified in the solver. By default, the 32-bit integer (I32) is used, but the 64-bit integer type (I64) is also allowed even if it is constrained by the dataset type. For additional information, see Solver.

Example:

model.add(hugectr.SparseEmbedding(
embedding_type = hugectr.Embedding_t.DistributedSlotSparseEmbeddingHash,
workspace_size_per_gpu_in_mb = 23,
embedding_vec_size = 1,
combiner = 'sum',
sparse_embedding_name = "sparse_embedding1",
bottom_name = "input_data",
optimizer = optimizer))


### LocalizedSlotSparseEmbeddingHash Layer

The LocalizedSlotSparseEmbeddingHash layer to store embeddings in an embedding table and get them by using a set of integers or indices. The embedding table can be segmented into multiple slots or feature fields, which spans multiple GPUs and nodes. Unlike the DistributedSlotSparseEmbeddingHash layer, with this type of embedding layer, each individual slot is located in each GPU and not shared. This type of embedding layer provides the best scalability.

Important Notes:

• In a single embedding layer, it is assumed that input integers represent unique feature IDs, which are mapped to unique embedding vectors. All the embedding vectors in a single embedding layer must have the same size. If you want some input categorical features to have different embedding vector sizes, use multiple embedding layers.

• The input indices’ data type, input_key_type, is specified in the solver. By default, the 32-bit integer (I32) is used, but the 64-bit integer type (I64) is also allowed even if it is constrained by the dataset type. For additional information, see Solver.

Example:

model.add(hugectr.SparseEmbedding(
embedding_type = hugectr.Embedding_t.LocalizedSlotSparseEmbeddingHash,
workspace_size_per_gpu_in_mb = 23,
embedding_vec_size = 1,
combiner = 'sum',
sparse_embedding_name = "sparse_embedding1",
bottom_name = "input_data",
optimizer = optimizer))


### LocalizedSlotSparseEmbeddingOneHot Layer

The LocalizedSlotSparseEmbeddingOneHot layer stores embeddings in an embedding table and gets them by using a set of integers or indices. The embedding table can be segmented into multiple slots or feature fields, which spans multiple GPUs and nodes. This is a performance-optimized version of LocalizedSlotSparseEmbeddingHash for the case where NVSwitch is available and inputs are one-hot categorical features.

Note: LocalizedSlotSparseEmbeddingOneHot can only be used together with the Raw dataset format. Unlike other types of embeddings, LocalizedSlotSparseEmbeddingOneHot only supports single-node training and can be used only in a NVSwitch equipped system such as DGX-2 and DGX A100. The input indices’ data type, input_key_type, is specified in the solver. By default, the 32-bit integer (I32) is used, but the 64-bit integer type (I64) is also allowed even if it is constrained by the dataset type. For additional information, see Solver.

Example:

model.add(hugectr.SparseEmbedding(
embedding_type = hugectr.Embedding_t.LocalizedSlotSparseEmbeddingOneHot,
slot_size_array = [1221, 754, 8, 4, 12, 49, 2]
embedding_vec_size = 128,
combiner = 'sum',
sparse_embedding_name = "sparse_embedding1",
bottom_name = "input_data",
optimizer = optimizer))


## Dense Layers

DenseLayer class

hugectr.DenseLayer()


DenseLayer specifies the parameters related to the dense layer or the loss function. HugeCTR currently supports multiple dense layers and loss functions. Please NOTE that the final sigmoid function is fused with the loss function to better utilize memory bandwidth.

Arguments

• layer_type: The layer type to be used. The supported types include hugectr.Layer_t.Add, hugectr.Layer_t.BatchNorm, hugectr.Layer_t.Cast, hugectr.Layer_t.Concat, hugectr.Layer_t.Dropout, hugectr.Layer_t.ELU, hugectr.Layer_t.FmOrder2, hugectr.Layer_t.FusedInnerProduct, hugectr.Layer_t.InnerProduct, hugectr.Layer_t.Interaction, hugectr.Layer_t.MultiCross, hugectr.Layer_t.ReLU, hugectr.Layer_t.ReduceSum, hugectr.Layer_t.Reshape, hugectr.Layer_t.Sigmoid, hugectr.Layer_t.Slice, hugectr.Layer_t.WeightMultiply, hugectr.Layer_t.ElementwiseMultiply, hugectr.Layer_t.GRU, hugectr.Layer_t.Scale, hugectr.Layer_t.FusedReshapeConcat, hugectr.Layer_t.FusedReshapeConcatGeneral, hugectr.Layer_t.Softmax, hugectr.Layer_t.PReLU_Dice, hugectr.Layer_t.ReduceMean, hugectr.Layer_t.Sub, hugectr.Layer_t.Gather, hugectr.Layer_t.BinaryCrossEntropyLoss, hugectr.Layer_t.CrossEntropyLoss and hugectr.Layer_t.MultiCrossEntropyLoss. There is NO default value and it should be specified by users.

• bottom_names: List[str], the list of bottom tensor names to be consumed by this dense layer. Each name in the list should be the predefined tensor name. There is NO default value and it should be specified by users.

• top_names: List[str], the list of top tensor names, which specify the output tensors of this dense layer. There is NO default value and it should be specified by users.

• For details about the usage of each layer type and its parameters, please refer to Dense Layers Usage.

## Dense Layers Usage

### FullyConnected Layer

The FullyConnected layer is a densely connected layer (or MLP layer). It is usually made of a InnerProduct layer and a ReLU.

Parameters:

• num_output: Integer, the number of output elements for the InnerProduct or FusedInnerProduct layer. The default value is 1.

• weight_init_type: Specifies how to initialize the weight array. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

• bias_init_type: Specifies how to initialize the bias array for the InnerProduct, FusedInnerProduct or MultiCross layer. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: (batch_size, num_output)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.InnerProduct,
bottom_names = ["relu1"],
top_names = ["fc2"],
num_output=1024))
bottom_names = ["fc2"],
top_names = ["relu2"]))


### FusedFullyConnected Layer

The FusedFullyConnected layer fuses a common case where FullyConnectedLayer and ReLU are used together to save memory bandwidth.

Note: This layer can only be used with Mixed Precision mode enabled.

• num_output: Integer, the number of output elements for the InnerProduct or FusedInnerProduct layer. The default value is 1.

• weight_init_type: Specifies how to initialize the weight array. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

• bias_init_type: Specifies how to initialize the bias array for the InnerProduct, FusedInnerProduct or MultiCross layer. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default. Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: (batch_size, num_output)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.FusedInnerProduct,
bottom_names = ["fc1"],
top_names = ["fc2"],
num_output=1024))


### MultiCross Layer

The MultiCross layer is a cross network where explicit feature crossing is applied across cross layers.

Note: This layer doesn’t currently support Mixed Precision mode.

Parameters:

• num_layers: Integer, number of cross layers in the cross network. It should be set as a positive number if you want to use the cross network. The default value is 0.

• weight_init_type: Specifies how to initialize the weight array. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

• bias_init_type: Specifies how to initialize the bias array. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.MultiCross,
bottom_names = ["slice11"],
top_names = ["multicross1"],
num_layers=6))


### FmOrder2 Layer

TheFmOrder2 layer is the second-order factorization machine (FM), which models linear and pairwise interactions as dot products of latent vectors.

Parameters:

• out_dim: Integer, the output vector size. It should be set as a positive number if you want to use factorization machine. The default value is 0.

Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: (batch_size, out_dim)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.FmOrder2,
bottom_names = ["slice32"],
top_names = ["fmorder2"],
out_dim=10))


### WeightMultiply Layer

The Multiply Layer maps input elements into a latent vector space by multiplying each feature with a corresponding weight vector.

Parameters:

• weight_dims: List[Integer], the shape of the weight matrix (slot_dim, vec_dim) where vec_dim corresponds to the latent vector length for the WeightMultiply layer. It should be set correctly if you want to employ the weight multiplication. The default value is [].

• weight_init_type: Specifies how to initialize the weight array. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

Input and Output Shapes:

• input: (batch_size, slot_dim) where slot_dim represents the number of input features

• output: (batch_size, slot_dim * vec_dim)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.WeightMultiply,
bottom_names = ["slice32"],
top_names = ["fmorder2"],
weight_dims = [13, 10]),
weight_init_type = hugectr.Initializer_t.XavierUniform)


### ElementwiseMultiply Layer

The ElementwiseMultiply Layer maps two inputs into a single resulting vector by performing an element-wise multiplication of the two inputs.

Parameters: None

Input and Output Shapes:

• input: 2x(batch_size, num_elem)

• output: (batch_size, num_elem)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.ElementwiseMultiply,
bottom_names = ["slice1","slice2"],
top_names = ["eltmultiply1"])


### BatchNorm Layer

The BatchNorm layer implements a cuDNN based batch normalization.

Parameters:

• factor: Float, exponential average factor such as runningMean = runningMean*(1-factor) + newMean*factor for the BatchNorm layer. The default value is 1.

• eps: Float, epsilon value used in the batch normalization formula for the BatchNorm layer. The default value is 1e-5.

• gamma_init_type: Specifies how to initialize the gamma (or scale) array for the BatchNorm layer. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

• beta_init_type: Specifies how to initialize the beta (or offset) array for the BatchNorm layer. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

Input and Output Shapes:

• input: (batch_size, num_elem)

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.BatchNorm,
bottom_names = ["slice32"],
top_names = ["fmorder2"],
factor = 1.0,
eps = 0.00001,
gamma_init_type = hugectr.Initializer_t.XavierUniform,
beta_init_type = hugectr.Initializer_t.XavierUniform)


When training a model, each BatchNorm layer stores mean and variance in a JSON file using the following format: “snapshot_prefix” + “dense” + str(iter) + ”.model”

Example: my_snapshot_dense_5000.model

In the JSON file, you can find the batch norm parameters as shown below:

    {
"layers": [
{
"type": "BatchNorm",
"mean": [-0.192325, 0.003050, -0.323447, -0.034817, -0.091861],
"var": [0.738942, 0.410794, 1.370279, 1.156337, 0.638146]
},
{
"type": "BatchNorm",
"mean": [-0.759954, 0.251507, -0.648882, -0.176316, 0.515163],
"var": [1.434012, 1.422724, 1.001451, 1.756962, 1.126412]
},
{
"type": "BatchNorm",
"mean": [0.851878, -0.837513, -0.694674, 0.791046, -0.849544],
"var": [1.694500, 5.405566, 4.211646, 1.936811, 5.659098]
}
]
}


### LayerNorm Layer

The LayerNorm layer implements a layer normalization.

Parameters:

• eps: Float, epsilon value used in the batch normalization formula for the LayerNorm layer. The default value is 1e-5.

• gamma_init_type: Specifies how to initialize the gamma (or scale) array for the LayerNorm layer. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

• beta_init_type: Specifies how to initialize the beta (or offset) array for the LayerNorm layer. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

Input and Output Shapes:

• input: 2D: (batch_size, num_elem), 3D: (batch_size, seq_len, num_elem), 4D: (head_num, batch_size, seq_len, num_elem)

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.LayerNorm,
bottom_names = ["slice32"],
top_names = ["fmorder2"],
eps = 0.00001,
gamma_init_type = hugectr.Initializer_t.XavierUniform,
beta_init_type = hugectr.Initializer_t.XavierUniform)


### Concat Layer

The Concat layer concatenates a list of inputs.

Parameters:

• axis: Integer, the dimension to concat for the Concat layer. If the input is N-dimensional, 0 <= axis < N. The default value is 1.

Input and Output Shapes:

• input: 3D: {(batch_size, num_feas_0, num_elems_0), (batch_size, num_feas + 1, num_elems_1), …} or 2D: {(batch_size, num_elems_0), (batch_size, num_elems_1), …}

• output: 3D and axis=1: (batch_size, num_feas_0+num_feas_1+…, num_elems). 3D and axis=2: (batch_size, num_feas, num_elems_0+num_elems_1+…). 2D: (batch_size, num_elems_0+num_elems_1+…)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Concat,
bottom_names = ["reshape3","weight_multiply2"],
top_names = ["concat2"],
axis = 2))


### Reshape Layer

The Reshape layer reshapes a 3D input tensor into 2D shape.

Parameter:

• leading_dim: Integer, the innermost dimension of the output tensor. It must be the multiple of the total number of input elements. If it is unspecified, n_slots * num_elems (see below) is used as the default leading_dim.

• time_step: Integer, the second dimension of the 3D output tensor. It must be the multiple of the total number of input elements and must be defined with leading_dim.

• selected: Boolean, whether to use the selected mode for the Reshape layer. The default value is False.

• selected_slots: List[int], the selected slots for the Reshape layer. It will be ignored if selected is False. The default value is [].

Input and Output Shapes:

• input: (batch_size, n_slots, num_elems)

• output: (tailing_dim, leading_dim) where tailing_dim is batch_size * n_slots * num_elems / leading_dim

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Reshape,
bottom_names = ["sparse_embedding1"],
top_names = ["reshape1"],


### Slice Layer

The Slice layer extracts multiple output tensors from a 2D input tensors.

Parameter:

• ranges: List[Tuple[int, int]], used for the Slice layer. A list of tuples in which each one represents a range in the input tensor to generate the corresponding output tensor. For example, (2, 8) indicates that 6 elements starting from the second element in the input tensor are used to create an output tensor. Note that the start index is inclusive and the end index is exclusive. The number of tuples corresponds to the number of output tensors. Ranges are allowed to overlap unless it is a reverse or negative range. The default value is [].

Input and Output Shapes:

• input: (batch_size, num_elems)

• output: {(batch_size, b-a), (batch_size, d-c), …) where ranges ={[a, b), [c, d), …} and len(ranges) <= 5

Example:

You can apply the Slice layer to actually slicing a tensor. In this case, it must be explicitly added with Python API.

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Slice,
bottom_names = ["dense"],
top_names = ["slice21", "slice22"],
ranges=[(0,10),(10,13)]))
bottom_names = ["slice21"],
top_names = ["weight_multiply1"],
weight_dims= [10,10]))
bottom_names = ["slice22"],
top_names = ["weight_multiply2"],
weight_dims= [3,1]))


The Slice layer can also be employed to create copies of a tensor, which helps to express a branch topology in your model graph.

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Slice,
bottom_names = ["dense"],
top_names = ["slice21", "slice22"],
ranges=[(0,13),(0,13)]))
bottom_names = ["slice21"],
top_names = ["weight_multiply1"],
weight_dims= [13,10]))
bottom_names = ["slice22"],
top_names = ["weight_multiply2"],
weight_dims= [13,1]))


From HugeCTR v.3.3, the aforementioned, Slice layer based branching can be abstracted away. When the same tensor is referenced multiple times in constructing a model in Python, the HugeCTR parser can internally add a Slice layer to handle such a situation. Thus, the example below behaves as the same as the one above whilst simplifying the code.

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.WeightMultiply,
bottom_names = ["dense"],
top_names = ["weight_multiply1"],
weight_dims= [13,10]))
bottom_names = ["dense"],
top_names = ["weight_multiply2"],
weight_dims= [13,1]))


### Dropout Layer

The Dropout layer randomly zeroizes or drops some of the input elements.

Parameter:

• dropout_rate: Float, The dropout rate to be used for the Dropout layer. It should be between 0 and 1. Setting it to 1 indicates that there is no dropped element at all. The default value is 0.5.

Input and Output Shapes:

• input: (batch_size, num_elems)

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Dropout,
bottom_names = ["relu1"],
top_names = ["dropout1"],
dropout_rate=0.5))


### ELU Layer

The ELU layer represents the Exponential Linear Unit.

Parameter:

• elu_alpha: Float, the scalar that decides the value where this ELU function saturates for negative values. The default value is 1.

Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.ELU,
bottom_names = ["fc1"],
top_names = ["elu1"],
elu_alpha=1.0))


### ReLU Layer

The ReLU layer represents the Rectified Linear Unit.

Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.ReLU,
bottom_names = ["fc1"],
top_names = ["relu1"]))


### Sigmoid Layer

The Sigmoid layer represents the Sigmoid Unit.

Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Sigmoid,
bottom_names = ["fc1"],
top_names = ["sigmoid1"]))


Note: The final sigmoid function is fused with the loss function to better utilize memory bandwidth, so do NOT add a Sigmoid layer before the loss layer.

### Interaction Layer

The interaction layer is used to explicitly capture second-order interactions between features.

Parameters: None

Input and Output Shapes:

• input: {(batch_size, num_elems), (batch_size, num_feas, num_elems)} where the first tensor typically represents a fully connected layer and the second is an embedding.

• output: (batch_size, output_dim) where output_dim = num_elems + (num_feas + 1) * (num_feas + 2 ) / 2 - (num_feas + 1) + 1

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Interaction,
bottom_names = ["layer1", "layer3"],
top_names = ["interaction1"]))


Important Notes: There are optimizations that can be employed on the Interaction layer and the following GroupFusedInnerProduct layer during fp16 training. In this case, you should specify two output tensor names for the Interaction layer, and use them as the input tensors for the following GroupFusedInnerProduct layer. Please refer to the example of GroupDenseLayer for the detailed usage.

The Add layer adds up an arbitrary number of tensors that have the same size in an element-wise manner.

Parameters: None

Input and Output Shapes:

• input: Nx(batch_size, num_elems) where N is the number of input tensors

• output: (batch_size, num_elems)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Add,
bottom_names = ["fc4", "reducesum1", "reducesum2"],


### ReduceSum Layer

The ReduceSum Layer sums up all the elements across a specified dimension.

Parameter:

• axis: Integer, the dimension to reduce for the ReduceSum layer. If the input is N-dimensional, 0 <= axis < N. The default value is 1.

Input and Output Shapes:

• input: (batch_size, …) where … represents any number of elements with an arbitrary number of dimensions

• output: Dimension corresponding to axis is set to 1. The others remain the same as the input.

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.ReduceSum,
bottom_names = ["fmorder2"],
top_names = ["reducesum1"],
axis=1))


#### GRU Layer

The GRU layer is Gated Recurrent Unit.

Parameters:

• num_output: Number of output elements.

• batchsize: Number of batchsize.

• SeqLength: Length of the sequence.

• vector_size: size of the input vector.

• weight_init_type: Specifies how to initialize the weight array. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

• bias_init_type: Specifies how to initialize the bias array. The supported types include hugectr.Initializer_t.Default, hugectr.Initializer_t.Uniform, hugectr.Initializer_t.XavierNorm, hugectr.Initializer_t.XavierUniform and hugectr.Initializer_t.Zero. The default value is hugectr.Initializer_t.Default.

Input and Output Shapes:

• input: (1, batch_sizeSeqLengthembedding_vec_size)

• output: (1, batch_sizeSeqLengthembedding_vec_size)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.GRU,
bottom_names = ["GRU1"],
top_names = ["conncat1"],
num_output=256,
batchsize=13,
SeqLength=20,
vector_size=20))


#### PReLUDice Layer

The PReLUDice layer represents the Parametric Rectified Linear Unit, which adaptively adjusts the rectified point according to distribution of input data.

Parameters:

• elu_alpha: A scalar that decides the value where this activation function saturates for negative values.

• eps: Epsilon value used in the PReLU/Dice formula.

Input and Output Shapes:

• input: (batch_size, *) where * represents any number of elements

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.PReLU_Dice,
bottom_names = ["fc_din_i1"],
top_names = ["dice_1"],
elu_alpha=0.2, eps=1e-8))


#### Scale Layer

The Scale layer scales the input 2D tensor to specific size on the designate axis.

Parameters:

• axis: Along the designate axis to scale the tensor. The designate axis could be axis 0, 1.

• factor : scale factor.

Input and Output Shapes:

• input: (batch_size, num_elems)

• output: if axis = 0; (batch_size, num_elems * factor), if axis = 1; (batch_size * factor, num_elems)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Scale,
bottom_names = ["item1"],
top_names = ["Scale_item"],
axis = 1, factor = 10))


#### FusedReshapeConcat Layer

The FusedReshapeConcat layer cross combines the input tensors and outputs item tensor, AD tensor.

Parameters: None

Input and Output Shapes:

• input: {(batch_size, num_feas + 1, num_elems_0), (batch_size, num_feas + 1, num_elems_1), …}, the input tensors are embeddings.

• output: {(batch_size x num_feas, (num_elems_0 + num_elems_1 + …)), (batch_size, (num_elems_0 + num_elems_1 + …))}.

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.FusedReshapeConcat,
bottom_names = ["sparse_embedding_good", "sparse_embedding_cate"],
top_names = ["FusedReshapeConcat_item_his_em", "FusedReshapeConcat_item"]))


#### FusedReshapeConcatGeneral Layer

The FusedReshapeConcatGeneral layer cross combines the input tensors and outputs item tensor, AD tensor.

Parameters: None

Input and Output Shapes:

• input: {(batch_size, num_feas, num_elems_0), (batch_size, num_feas, num_elems_1), …}, the input tensors are embeddings.

• output: (batch_size x num_feas, (num_elems_0 + num_elems_1 + …)).

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.FusedReshapeConcatGeneral,
bottom_names = ["sparse_embedding_good", "sparse_embedding_cate"],
top_names = ["FusedReshapeConcat_item_his_em"]))


#### Softmax Layer

The Softmax layer computes softmax activations.

Parameter: None

Input and Output Shapes:

• input: (batch_size, num_elems)

• output: same as input

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Softmax,
bottom_names = ["reshape1"],
top_names = ["softmax_i"]))


#### Sub Layer

Inputs: x tensor, y tensor in same size. Produce x - y in element wise manner.

Parameters: None

Input and Output Shapes:

• input: Nx(batch_size, num_elems) where N is the number of input tensors

• output: (batch_size, num_elems)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Sub,
bottom_names = ["Scale_item1", "item_his1"],
top_names = ["sub_ih"]))


#### ReduceMean Layer

The ReduceMean Layer computes the mean of elements across a specified dimension.

Parameter:

• axis: The dimension to reduce. If the input is N-dimensional, 0 <= axis < N.

Input and Output Shapes:

• input: (batch_size, …) where … represents any number of elements with an arbitrary number of dimensions

• output: Dimension corresponding to axis is set to 1. The others remain the same as the input.

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.ReduceMean,
bottom_names = ["fmorder2"],
top_names = ["reducemean1"],
axis=1))


#### MatrixMutiply Layer

The MatrixMutiply Layer is a binary operation that produces a matrix output from two matrix inputs by performing matrix mutiplication.

Parameters: None

Input and Output Shapes:

• input: 2D: (m, n), (n, k) or 3D: (batch_size, m, n), (batch_size, n, k)

• output: 2D: (m, k) or 3D: (batch_size, m, k)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.MatrixMutiply,
bottom_names = ["slice1","slice2"],
top_names = ["MatrixMutiply1"])


The MultiHeadAttention Layer is a binary operation that produces a matrix output from two matrix inputs by performing matrix mutiplication.

Parameters: None

Input and Output Shapes:

• output: 4D: (head_num, batch_size, m, k)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.MultiHeadAttention,
bottom_names = ["query","key"],
top_names = ["AttentionOut1"])


#### Gather Layer

The Gather layer gather multiple output tensor slices from an input tensors on the last dimension.

Parameter:

• indices: A list of indices in which each one represents an index in the input tensor to generate the corresponding output tensor. For example, [2, 8] indicates the second and eights tensor slice in the input tensor which are used to create an output tensor.

Input and Output Shapes:

• input: (batch_size, num_elems)

• output: (num_indices, num_elems)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.Gather,
bottom_names = ["reshape1"],
top_names = ["gather1"],
indices=[1,3,5]))


### BinaryCrossEntropyLoss

BinaryCrossEntropyLoss calculates loss from labels and predictions where each label is binary. The final sigmoid function is fused with the loss function to better utilize memory bandwidth.

Parameter:

• use_regularizer: Boolean, whether to use regulariers. THe default value is False.

• regularizer_type: The regularizer type for the BinaryCrossEntropyLoss, CrossEntropyLoss or MultiCrossEntropyLoss layer. The supported types include hugectr.Regularizer_t.L1 and hugectr.Regularizer_t.L2. It will be ignored if use_regularizer is False. The default value is hugectr.Regularizer_t.L1.

• lambda: Float, the lambda value of the regularization term. It will be ignored if use_regularier is False. The default value is 0.

Input and Output Shapes:

• input: [(batch_size, 1), (batch_size, 1)] where the first tensor represents the predictions while the second tensor represents the labels

• output: (batch_size, 1)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.BinaryCrossEntropyLoss,
top_names = ["loss"]))


### CrossEntropyLoss

CrossEntropyLoss calculates loss from labels and predictions between the forward propagation phases and backward propagation phases. It assumes that each label is two-dimensional.

Parameter:

• use_regularizer: Boolean, whether to use regulariers. THe default value is False.

• regularizer_type: The regularizer type for the BinaryCrossEntropyLoss, CrossEntropyLoss or MultiCrossEntropyLoss layer. The supported types include hugectr.Regularizer_t.L1 and hugectr.Regularizer_t.L2. It will be ignored if use_regularizer is False. The default value is hugectr.Regularizer_t.L1.

• lambda: Float, the lambda value of the regularization term. It will be ignored if use_regularier is False. The default value is 0.

Input and Output Shapes:

• input: [(batch_size, 2), (batch_size, 2)] where the first tensor represents the predictions while the second tensor represents the labels

• output: (batch_size, 2)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.CrossEntropyLoss,
top_names = ["loss"],
use_regularizer = True,
regularizer_type = hugectr.Regularizer_t.L2,
lambda = 0.1))


### MultiCrossEntropyLoss

MultiCrossEntropyLoss calculates loss from labels and predictions between the forward propagation phases and backward propagation phases. It allows labels in an arbitrary dimension, but all the labels must be in the same shape.

Parameter:

• use_regularizer: Boolean, whether to use regulariers. THe default value is False.

• regularizer_type: The regularizer type for the BinaryCrossEntropyLoss, CrossEntropyLoss or MultiCrossEntropyLoss layer. The supported types include hugectr.Regularizer_t.L1 and hugectr.Regularizer_t.L2. It will be ignored if use_regularizer is False. The default value is hugectr.Regularizer_t.L1.

• lambda: Float, the lambda value of the regularization term. It will be ignored if use_regularier is False. The default value is 0.

Input and Output Shapes:

• input: [(batch_size, *), (batch_size, *)] where the first tensor represents the predictions while the second tensor represents the labels. * represents any even number of elements.

• output: (batch_size, *)

Example:

model.add(hugectr.DenseLayer(layer_type = hugectr.Layer_t.MultiCrossEntropyLoss,