ruda_tensor_device/dispatch/

integer.rs

use self::unary_basic_int::BasicIntUnaryKind;
use super::{expand, numeric, permute, unfold};
use crate::{DeviceBackend, DeviceRuntime, FloatElement, IntElement, element::BoolElement};
use ruda_kernel::tensor::unary_numeric::{NumericUnaryOp, NumericUnaryOpFamily, launch_unary_numeric};
use ruprim::elementwise::binary::int::{BitwiseShlOp, BitwiseShrOp, launch_binop_int, launch_scalar_binop_int};
use ruprim::elementwise::unary::int::unary_basic_int;
use ruprim::reduce::tensor as reduce;
use rublas::tensor_matmul::{MatmulStrategy, matmul};
use rurand::tensor::{random_bernoulli, random_normal, random_uniform};
use ruda_tensor::tensor::{BoolTensor, Device, FloatTensor, IntTensor};
use ruda_tensor::{DType, IntDType, Slice, ops::IntTensorOps};
use ruda_tensor::{Distribution, ElementConversion, Shape, TensorData, get_device_settings};
use ruda_tensor::{ExecutionError, Scalar};
use ruda_core::tensor::{BoolDType, FloatDType};
use ruda_kernel::dsl::frontend::Numeric;
use ruda_kernel::dsl::{self as ruda, prelude::*};
use ruprim::reduce::components::instructions::ReduceOperationConfig;
use std::ops::Range;

impl<R, F, I, BT> IntTensorOps<Self> for DeviceBackend<R, F, I, BT>
where
    R: DeviceRuntime,
    F: FloatElement,
    I: IntElement,
    BT: BoolElement,
{
    fn int_empty(shape: Shape, device: &Device<Self>, dtype: IntDType) -> IntTensor<Self> {
        let dtype = dtype.into();
        super::empty(shape, device, dtype)
    }

    async fn int_into_data(tensor: IntTensor<Self>) -> Result<TensorData, ExecutionError> {
        super::into_data(tensor).await
    }

    fn int_from_data(data: TensorData, device: &Device<Self>) -> IntTensor<Self> {
        match data.dtype {
            DType::I64
            | DType::I32
            | DType::I16
            | DType::I8
            | DType::U64
            | DType::U32
            | DType::U16
            | DType::U8 => super::from_data(data, device),
            _ => unimplemented!("Unsupported dtype for `int_from_data`"),
        }
    }

    fn int_device(tensor: &IntTensor<Self>) -> Device<Self> {
        tensor.device.clone()
    }

    fn int_to_device(tensor: IntTensor<Self>, device: &Device<Self>) -> IntTensor<Self> {
        super::to_device(tensor, device)
    }

    fn int_reshape(tensor: IntTensor<Self>, shape: Shape) -> IntTensor<Self> {
        super::reshape(tensor, shape)
    }

    fn int_slice(tensor: IntTensor<Self>, slices: &[Slice]) -> IntTensor<Self> {
        // Check if all steps are 1
        let all_steps_one = slices.iter().all(|info| info.step == 1);

        if all_steps_one {
            // Use optimized slice for step=1
            let simple_ranges: Vec<Range<usize>> = slices
                .iter()
                .enumerate()
                .map(|(i, slice)| slice.to_range(tensor.meta.shape()[i]))
                .collect();

            ruprim::indexing::slice(tensor, &simple_ranges)
        } else {
            // Use slice with steps kernel
            ruprim::indexing::slice_with_steps(tensor, slices)
        }
    }

    fn int_slice_assign(
        tensor: IntTensor<Self>,
        ranges: &[Slice],
        value: IntTensor<Self>,
    ) -> IntTensor<Self> {
        ruprim::indexing::slice_assign(tensor, ranges, value)
    }

    fn int_matmul(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        matmul(lhs, rhs, None, MatmulStrategy::default(), dtype).unwrap()
    }

    fn int_mask_where(
        tensor: IntTensor<Self>,
        mask: BoolTensor<Self>,
        value: IntTensor<Self>,
    ) -> IntTensor<Self> {
        let bool_dtype = mask.dtype;
        ruprim::elementwise::mask::mask_where_auto(tensor, mask, value, bool_dtype)
    }

    fn int_mask_fill(
        tensor: IntTensor<Self>,
        mask: BoolTensor<Self>,
        value: Scalar,
    ) -> IntTensor<Self> {
        let dtype = tensor.dtype;
        let bool_dtype = mask.dtype;
        ruprim::elementwise::mask::mask_fill_auto(tensor, mask, InputScalar::new(value, dtype), bool_dtype)
    }

    fn int_gather(
        dim: usize,
        tensor: IntTensor<Self>,
        indices: IntTensor<Self>,
    ) -> IntTensor<Self> {
        ruprim::indexing::gather(dim, tensor, indices)
    }

    fn int_scatter_add(
        dim: usize,
        tensor: IntTensor<Self>,
        indices: IntTensor<Self>,
        value: IntTensor<Self>,
    ) -> IntTensor<Self> {
        ruprim::indexing::scatter(dim, tensor, indices, value, false)
    }

    fn int_scatter_nd(
        data: IntTensor<Self>,
        indices: IntTensor<Self>,
        values: IntTensor<Self>,
        reduction: ruda_tensor::tensor::IndexingUpdateOp,
    ) -> IntTensor<Self> {
        ruprim::indexing::scatter_nd(data, indices, values, reduction)
    }

    fn int_gather_nd(data: IntTensor<Self>, indices: IntTensor<Self>) -> IntTensor<Self> {
        ruprim::indexing::gather_nd(data, indices)
    }

    fn int_select(
        tensor: IntTensor<Self>,
        dim: usize,
        indices: IntTensor<Self>,
    ) -> IntTensor<Self> {
        ruprim::indexing::select(tensor, dim, indices)
    }

    fn int_select_add(
        tensor: IntTensor<Self>,
        dim: usize,
        indices: IntTensor<Self>,
        value: IntTensor<Self>,
    ) -> IntTensor<Self> {
        ruprim::indexing::select_assign(tensor, dim, indices, value, false)
    }

    fn int_equal(
        lhs: IntTensor<Self>,
        rhs: IntTensor<Self>,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        ruprim::elementwise::comparison::equal(lhs, rhs, out_dtype.into())
    }

    fn int_equal_elem(lhs: IntTensor<Self>, rhs: Scalar, out_dtype: BoolDType) -> BoolTensor<Self> {
        let dtype = lhs.dtype;
        ruprim::elementwise::comparison::equal_elem(lhs, InputScalar::new(rhs, dtype), out_dtype.into())
    }

    fn int_greater(
        lhs: IntTensor<Self>,
        rhs: IntTensor<Self>,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        ruprim::elementwise::comparison::greater(lhs, rhs, out_dtype.into())
    }

    fn int_greater_elem(
        lhs: IntTensor<Self>,
        rhs: Scalar,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        let dtype = lhs.dtype;
        ruprim::elementwise::comparison::greater_elem(lhs, InputScalar::new(rhs, dtype), out_dtype.into())
    }

    fn int_greater_equal(
        lhs: IntTensor<Self>,
        rhs: IntTensor<Self>,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        ruprim::elementwise::comparison::greater_equal(lhs, rhs, out_dtype.into())
    }

    fn int_greater_equal_elem(
        lhs: IntTensor<Self>,
        rhs: Scalar,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        let dtype = lhs.dtype;
        ruprim::elementwise::comparison::greater_equal_elem(lhs, InputScalar::new(rhs, dtype), out_dtype.into())
    }

    fn int_lower(
        lhs: IntTensor<Self>,
        rhs: IntTensor<Self>,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        ruprim::elementwise::comparison::lower(lhs, rhs, out_dtype.into())
    }

    fn int_lower_elem(lhs: IntTensor<Self>, rhs: Scalar, out_dtype: BoolDType) -> BoolTensor<Self> {
        let dtype = lhs.dtype;
        ruprim::elementwise::comparison::lower_elem(lhs, InputScalar::new(rhs, dtype), out_dtype.into())
    }

    fn int_lower_equal(
        lhs: IntTensor<Self>,
        rhs: IntTensor<Self>,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        ruprim::elementwise::comparison::lower_equal(lhs, rhs, out_dtype.into())
    }

    fn int_lower_equal_elem(
        lhs: IntTensor<Self>,
        rhs: Scalar,
        out_dtype: BoolDType,
    ) -> BoolTensor<Self> {
        let dtype = lhs.dtype;
        ruprim::elementwise::comparison::lower_equal_elem(lhs, InputScalar::new(rhs, dtype), out_dtype.into())
    }

    fn int_add(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::add(lhs, rhs)
    }

    fn int_add_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::add_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn int_sub(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::sub(lhs, rhs)
    }

    fn int_sub_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::sub_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn int_mul(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::mul(lhs, rhs)
    }

    fn int_mul_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::mul_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn int_div(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::div(lhs, rhs)
    }

    fn int_div_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::div_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn int_remainder(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::remainder(lhs, rhs)
    }

    fn int_remainder_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::remainder_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn int_zeros(shape: Shape, device: &Device<Self>, dtype: IntDType) -> IntTensor<Self> {
        let dtype = dtype.into();
        numeric::zeros(device.clone(), shape, dtype)
    }

    fn int_ones(shape: Shape, device: &Device<Self>, dtype: IntDType) -> IntTensor<Self> {
        let dtype = dtype.into();
        numeric::ones(device.clone(), shape, dtype)
    }

    fn int_full(
        shape: Shape,
        fill_value: Scalar,
        device: &Device<Self>,
        dtype: IntDType,
    ) -> IntTensor<Self> {
        let dtype: DType = dtype.into();
        let client = R::client(device);
        numeric::full_device_dtype(
            client,
            shape,
            device.clone(),
            InputScalar::new(fill_value, dtype),
            dtype,
        )
    }

    fn int_sum(tensor: IntTensor<Self>) -> IntTensor<Self> {
        reduce::sum_fallback(tensor, Default::default()).unwrap()
    }

    fn int_sum_dim(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        reduce::reduce_dim(
            tensor,
            None,
            dim,
            Default::default(),
            ReduceOperationConfig::Sum,
        )
        .unwrap()
    }

    fn int_prod(tensor: IntTensor<Self>) -> IntTensor<Self> {
        reduce::reduce(
            tensor,
            None,
            Default::default(),
            ReduceOperationConfig::Prod,
        )
        .unwrap()
    }

    fn int_prod_dim(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        reduce::reduce_dim(
            tensor,
            None,
            dim,
            Default::default(),
            ReduceOperationConfig::Prod,
        )
        .unwrap()
    }

    fn int_max(tensor: IntTensor<Self>) -> IntTensor<Self> {
        reduce::reduce(tensor, None, Default::default(), ReduceOperationConfig::Max).unwrap()
    }

    fn int_max_dim(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        reduce::reduce_dim(
            tensor,
            None,
            dim,
            Default::default(),
            ReduceOperationConfig::Max,
        )
        .unwrap()
    }

    fn int_topk(tensor: IntTensor<Self>, dim: usize, k: usize) -> IntTensor<Self> {
        reduce::reduce_dim(
            tensor,
            None,
            dim,
            Default::default(),
            ReduceOperationConfig::TopK(k),
        )
        .unwrap()
    }

    fn int_max_abs(tensor: IntTensor<Self>) -> IntTensor<Self> {
        reduce::reduce(
            tensor,
            None,
            Default::default(),
            ReduceOperationConfig::MaxAbs,
        )
        .unwrap()
    }

    fn int_max_abs_dim(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        reduce::reduce_dim(
            tensor,
            None,
            dim,
            Default::default(),
            ReduceOperationConfig::MaxAbs,
        )
        .unwrap()
    }

    fn int_min(tensor: IntTensor<Self>) -> IntTensor<Self> {
        reduce::reduce(tensor, None, Default::default(), ReduceOperationConfig::Min).unwrap()
    }

    fn int_min_dim(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        reduce::reduce_dim(
            tensor,
            None,
            dim,
            Default::default(),
            ReduceOperationConfig::Min,
        )
        .unwrap()
    }

    fn int_mean_dim(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        reduce::reduce_dim(
            tensor,
            None,
            dim,
            Default::default(),
            ReduceOperationConfig::Mean,
        )
        .unwrap()
    }

    fn int_cumsum(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        numeric::cumsum(tensor, dim)
    }

    fn int_cumprod(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        numeric::cumprod(tensor, dim)
    }

    fn int_cummin(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        numeric::cummin(tensor, dim)
    }

    fn int_cummax(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        numeric::cummax(tensor, dim)
    }

    fn int_argmax(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        let dtype = tensor.dtype;
        reduce::reduce_dim(
            tensor,
            Some(dtype),
            dim,
            Default::default(),
            ReduceOperationConfig::ArgMax,
        )
        .unwrap()
    }

    fn int_argtopk(tensor: IntTensor<Self>, dim: usize, k: usize) -> IntTensor<Self> {
        let dtype = tensor.dtype;
        reduce::reduce_dim(
            tensor,
            Some(dtype),
            dim,
            Default::default(),
            ReduceOperationConfig::ArgTopK(k),
        )
        .unwrap()
    }

    fn int_argmin(tensor: IntTensor<Self>, dim: usize) -> IntTensor<Self> {
        let dtype = tensor.dtype;
        reduce::reduce_dim(
            tensor,
            Some(dtype),
            dim,
            Default::default(),
            ReduceOperationConfig::ArgMin,
        )
        .unwrap()
    }

    fn int_clamp(tensor: IntTensor<Self>, min: Scalar, max: Scalar) -> IntTensor<Self> {
        let dtype = tensor.dtype;
        ruprim::elementwise::unary::clamp::clamp(
            tensor,
            InputScalar::new(min, dtype),
            InputScalar::new(max, dtype),
        )
    }

    fn int_abs(tensor: IntTensor<Self>) -> IntTensor<Self> {
        struct Abs;

        #[ruda]
        impl<T: Numeric, N: Size> NumericUnaryOp<T, N> for Abs {
            type Options = ();

            fn execute(input: Vector<T, N>, _options: &Self::Options) -> Vector<T, N> {
                Vector::abs(input)
            }
        }

        impl NumericUnaryOpFamily for Abs {
            type Options = ();
            type Unary<T: Numeric, N: Size> = Self;
        }

        launch_unary_numeric::<R, Abs, _>(tensor, |_| ())
    }

    fn int_sign(tensor: IntTensor<Self>) -> IntTensor<Self> {
        unary_basic_int::launch::<R, _>(tensor, |_| BasicIntUnaryKind::Sign)
    }

    fn int_into_float(tensor: IntTensor<Self>, out_dtype: FloatDType) -> FloatTensor<Self> {
        ruprim::elementwise::cast::cast(tensor, out_dtype.into())
    }

    fn int_swap_dims(mut tensor: IntTensor<Self>, dim1: usize, dim2: usize) -> IntTensor<Self> {
        tensor.meta.swap(dim1, dim2);

        tensor
    }

    fn int_repeat_dim(tensor: IntTensor<Self>, dim: usize, times: usize) -> IntTensor<Self> {
        ruprim::indexing::repeat_dim(tensor, dim, times)
    }

    fn int_random(
        shape: Shape,
        distribution: Distribution,
        device: &Device<Self>,
        dtype: IntDType,
    ) -> IntTensor<Self> {
        let dtype = dtype.into();
        match distribution {
            Distribution::Default => random_uniform(shape, device, 0., 255., dtype),
            Distribution::Uniform(low, high) => {
                random_uniform(shape, device, low.elem(), high.elem(), dtype)
            }
            Distribution::Bernoulli(prob) => random_bernoulli(shape, device, prob as f32, dtype),
            Distribution::Normal(mean, std) => {
                random_normal(shape, device, mean.elem(), std.elem(), dtype)
            }
        }
    }

    fn int_permute(tensor: IntTensor<Self>, axes: &[usize]) -> IntTensor<Self> {
        permute(tensor, axes)
    }

    fn int_expand(tensor: IntTensor<Self>, shape: Shape) -> IntTensor<Self> {
        expand(tensor, shape)
    }

    fn int_flip(tensor: IntTensor<Self>, axes: &[usize]) -> IntTensor<Self> {
        let bool_dtype = get_device_settings::<Self>(&tensor.device).bool_dtype;
        ruprim::indexing::flip(tensor, axes, bool_dtype.into())
    }

    fn bitwise_and(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::bitwise_and(lhs, rhs)
    }

    fn bitwise_and_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::bitwise_and_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn bitwise_or(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::bitwise_or(lhs, rhs)
    }

    fn bitwise_or_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::bitwise_or_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn bitwise_xor(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        numeric::bitwise_xor(lhs, rhs)
    }

    fn bitwise_xor_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        numeric::bitwise_xor_scalar(lhs, InputScalar::new(rhs, dtype))
    }

    fn bitwise_not(tensor: IntTensor<Self>) -> IntTensor<Self> {
        unary_basic_int::launch::<R, _>(tensor, |_| BasicIntUnaryKind::BitwiseNot)
    }

    fn bitwise_left_shift(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        launch_binop_int::<R, ruprim::elementwise::binary::int::BitwiseShlOp>(lhs, rhs)
    }

    fn bitwise_left_shift_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        launch_scalar_binop_int::<R, BitwiseShlOp>(lhs, InputScalar::new(rhs, dtype))
    }

    fn bitwise_right_shift(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
        launch_binop_int::<R, BitwiseShrOp>(lhs, rhs)
    }

    fn bitwise_right_shift_scalar(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
        let dtype = lhs.dtype;
        launch_scalar_binop_int::<R, BitwiseShrOp>(lhs, InputScalar::new(rhs, dtype))
    }

    fn int_cast(tensor: IntTensor<Self>, dtype: IntDType) -> IntTensor<Self> {
        ruprim::elementwise::cast::cast(tensor, dtype.into())
    }

    fn int_unfold(
        tensor: FloatTensor<Self>,
        dim: usize,
        size: usize,
        step: usize,
    ) -> FloatTensor<Self> {
        unfold(tensor, dim, size, step)
    }

    // TODO
    // fn int_powi(lhs: IntTensor<Self>, rhs: IntTensor<Self>) -> IntTensor<Self> {
    //     todo!()
    // }

    // fn int_powi_scalar_impl(lhs: IntTensor<Self>, rhs: Scalar) -> IntTensor<Self> {
    //     todo!()
    // }
}