use super::prelude::*;
impl NodeCodegen for onnx_ir::node::arithmetic::DivNode {
fn inputs(&self) -> &[Argument] {
&self.inputs
}
fn outputs(&self) -> &[Argument] {
&self.outputs
}
fn forward(&self, scope: &mut ScopeAtPosition<'_>) -> TokenStream {
let lhs_arg = self.inputs.first().unwrap();
let rhs_arg = self.inputs.get(1).unwrap();
let output = arg_to_ident(self.outputs.first().unwrap());
let lhs = scope.arg(lhs_arg);
let rhs = scope.arg(rhs_arg);
let function = match (&lhs_arg.ty, &rhs_arg.ty) {
(ArgType::Tensor(lhs_tensor), ArgType::Tensor(rhs_tensor)) => {
let lhs_rank = lhs_tensor.rank;
let rhs_rank = rhs_tensor.rank;
if lhs_rank == rhs_rank {
quote! { #lhs.div(#rhs) }
} else if lhs_rank > rhs_rank {
let num_dims = lhs_rank - rhs_rank;
let dims: Vec<isize> = (0..num_dims).map(|i| i as isize).collect();
quote! { #lhs.div(#rhs.unsqueeze_dims(&[#(#dims),*])) }
} else {
let num_dims = rhs_rank - lhs_rank;
let dims: Vec<isize> = (0..num_dims).map(|i| i as isize).collect();
quote! { #lhs.unsqueeze_dims(&[#(#dims),*]).div(#rhs) }
}
}
(ArgType::Tensor(_), ArgType::Scalar(_)) => quote! { #lhs.div_scalar(#rhs) },
(ArgType::Scalar(dtype), ArgType::Tensor(tensor)) => {
if dtype.is_float() {
quote! { #lhs / #rhs }
} else if dtype.is_int() || dtype.is_uint() {
let cast_type = match tensor.dtype {
DType::F64 => quote! { f64 },
_ => quote! { f32 }, };
quote! { (#lhs as #cast_type) / #rhs }
} else {
panic!("Unsupported scalar type for division: {:?}", dtype)
}
}
(ArgType::Scalar(_), ArgType::Scalar(_)) => quote! { #lhs / #rhs },
(ArgType::Shape(_), ArgType::Shape(_)) => quote! {
{
let mut result = #lhs;
for (result_item, rhs_item) in result.iter_mut().zip(#rhs.iter()) {
*result_item = if *rhs_item != 0 { *result_item / *rhs_item } else { *result_item };
}
result
}
},
(ArgType::Shape(_), ArgType::Scalar(_)) => quote! {
{
let mut result = #lhs;
for result_item in result.iter_mut() {
*result_item = if #rhs as i64 != 0 { *result_item / (#rhs as i64) } else { *result_item };
}
result
}
},
(ArgType::Scalar(_), ArgType::Shape(_)) => quote! {
{
let mut result = #rhs;
for result_item in result.iter_mut() {
*result_item = if *result_item != 0 { (#lhs as i64) / *result_item } else { (#lhs as i64) };
}
result
}
},
(ArgType::Shape(_), ArgType::Tensor(tensor_type)) => {
let dtype_tokens = tensor_type.dtype.to_tokens();
quote! {
Tensor::<B, 1, burn::tensor::Int>::from_data_dtype(
burn::tensor::TensorData::from(&#lhs as &[i64]),
&*self.device,
#dtype_tokens
).div(#rhs)
}
}
(ArgType::Tensor(tensor_type), ArgType::Shape(_)) => {
let dtype_tokens = tensor_type.dtype.to_tokens();
quote! {
#lhs.div(Tensor::<B, 1, burn::tensor::Int>::from_data_dtype(
burn::tensor::TensorData::from(&#rhs as &[i64]),
&*self.device,
#dtype_tokens
))
}
}
};
quote! {
let #output = #function;
}
}
}
#[cfg(test)]
mod tests {
use super::super::test_helpers::*;
use burn::tensor::DType;
use insta::assert_snapshot;
use onnx_ir::node::arithmetic::DivNodeBuilder;
#[test]
fn test_div_forward_tensor_tensor() {
let node = DivNodeBuilder::new("div1")
.input_tensor("lhs", 2, DType::F32)
.input_tensor("rhs", 2, DType::F32)
.output_tensor("output", 2, DType::F32)
.build();
let code = codegen_forward_default(&node);
assert_snapshot!(code, @r"
pub fn forward(&self, lhs: Tensor<B, 2>, rhs: Tensor<B, 2>) -> Tensor<B, 2> {
let output = lhs.div(rhs);
output
}
");
}
#[test]
fn test_div_forward_tensor_scalar() {
let node = DivNodeBuilder::new("div1")
.input_tensor("lhs", 2, DType::F32)
.input_scalar("rhs", DType::F32)
.output_tensor("output", 2, DType::F32)
.build();
let code = codegen_forward_default(&node);
assert_snapshot!(code, @r"
pub fn forward(&self, lhs: Tensor<B, 2>, rhs: f32) -> Tensor<B, 2> {
let output = lhs.div_scalar(rhs);
output
}
");
}
#[test]
fn test_div_forward_scalar_tensor() {
let node = DivNodeBuilder::new("div1")
.input_scalar("lhs", DType::F32)
.input_tensor("rhs", 2, DType::F32)
.output_tensor("output", 2, DType::F32)
.build();
let code = codegen_forward_default(&node);
assert_snapshot!(code, @r"
pub fn forward(&self, lhs: f32, rhs: Tensor<B, 2>) -> Tensor<B, 2> {
let output = lhs / rhs;
output
}
");
}
}