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"""TVM operator compute Dense in CSR format."""
from __future__ import absolute_import
import tvm
from .. import tag
from ..util import simplify

def dense_si(data, indices, indptr, weight, bias=None):
    # pylint: disable=invalid-name
    """The implementation of dense in topi, assuming sparse input.

    Parameters
    ----------
    data : tvm.Tensor
        1-D with shape [num_nonzeros]

    indices : tvm.Tensor
        1-D with shape [num_nonzeros]

    indptr : tvm.Tensor
        1-D with shape [m+1]

    weight : tvm.Tensor
        2-D with shape [k, n]

    bias : tvm.Tensor, optional
        1-D with shape [m]

    Returns
    -------
    output : tvm.Tensor
        2-D with shape [m, n]
    """
    assert len(data.shape) == 1 and len(indices.shape) == 1 and len(indptr.shape) == 1 \
        and len(weight.shape) == 2, "only support 2-dim dense"
    assert isinstance(weight, tvm.tensor.Tensor), \
        "weight matrix is assumed to be tvm.Tensor, but weight is `%s`" % (type(weight))
    if bias is not None:
        assert len(bias.shape) == 1
    dtype = data.dtype
    M = simplify(indptr.shape[0]-1)
    N, _ = weight.shape
    def dense_default_ir(data, indices, indptr, weight, out):
        """Define IR for Dense"""
        dtype = data.dtype
        irb = tvm.ir_builder.create()
        data_ptr = irb.buffer_ptr(data)
        indices_ptr = irb.buffer_ptr(indices)
        indptr_ptr = irb.buffer_ptr(indptr)
        weight_ptr = irb.buffer_ptr(weight)
        out_ptr = irb.buffer_ptr(out)
        M = simplify(indptr.shape[0]-1)
        N, K = weight.shape
        with irb.for_range(0, N, for_type="vectorize", name='n') as n:
            with irb.for_range(0, M, for_type="parallel", name='m') as m:
                dot = irb.allocate(dtype, (1,), name='dot', scope='local')
                out_ptr[m*N+n] = tvm.const(0, dtype)
                dot[0] = tvm.const(0, dtype)
                row_start = indptr_ptr[m]
                row_elems = indptr_ptr[m+1]-row_start
                with irb.for_range(0, row_elems, name='k') as k:
                    elem = row_start+k
                    dot[0] += data_ptr[elem] * weight_ptr[indices_ptr[elem]+n*K]
                out_ptr[m*N+n] += dot[0]
        return irb.get()
    oshape = (M, N)
    matmul = tvm.extern(oshape, [data, indices, indptr, weight],
                        lambda ins, outs: dense_default_ir(ins[0], ins[1], ins[2], ins[3], outs[0]),
                        tag="dense", dtype=dtype, name='out')
    if bias is not None:
        matmul = tvm.compute(oshape, lambda i, j: matmul[i, j] + bias[j], \
                             tag=tag.BROADCAST)
    return matmul


def dense_sw(data, w_data, w_indices, w_indptr, bias=None):
    # pylint: disable=invalid-name
    """The implementation of dense in topi, assuming sparse weight.

    Parameters
    ----------
    data : tvm.Tensor
        2-D with shape [m, k]

    w_data : tvm.Tensor
        1-D with shape [nonzeros]

    w_indices : tvm.Tensor
        1-D with shape [nonzeros]

    w_indptr : tvm.Tensor
        1-D with shape [n+1]

    bias : tvm.Tensor, optional
        1-D with shape [n]

    Returns
    -------
    output : tvm.Tensor
        2-D with shape [m, n]
    """
    assert len(w_data.shape) == 1 and len(w_indices.shape) == 1 and len(w_indptr.shape) == 1 \
        and len(data.shape) == 2, "only support 2-dim dense"
    assert isinstance(data, tvm.tensor.Tensor), \
        "data matrix is assumed to be tvm.Tensor, but weight is `%s`" % (type(data))
    if bias is not None:
        assert len(bias.shape) == 1
    dtype = data.dtype
    M, _ = data.shape
    N = simplify(w_indptr.shape[0]-1)
    def dense_default_ir(data, w_data, w_indices, w_indptr, out):
        """Define IR for Dense"""
        dtype = data.dtype
        irb = tvm.ir_builder.create()
        data_ptr = irb.buffer_ptr(data)
        w_data_ptr = irb.buffer_ptr(w_data)
        w_indices_ptr = irb.buffer_ptr(w_indices)
        w_indptr_ptr = irb.buffer_ptr(w_indptr)
        out_ptr = irb.buffer_ptr(out)
        M, K = data.shape
        N = simplify(w_indptr.shape[0]-1)
        with irb.for_range(0, M, for_type="vectorize", name='m') as m:
            with irb.for_range(0, N, for_type="parallel", name='n') as n:
                dot = irb.allocate(dtype, (1,), name='dot', scope='local')
                out_ptr[m*N+n] = tvm.const(0, dtype)
                dot[0] = tvm.const(0, dtype)
                row_start = w_indptr_ptr[n]
                row_elems = w_indptr_ptr[n+1]-row_start
                with irb.for_range(0, row_elems, name='k') as k:
                    elem = row_start+k
                    dot[0] += w_data_ptr[elem] * data_ptr[w_indices_ptr[elem]+m*K]
                out_ptr[m*N+n] += dot[0]
        return irb.get()
    oshape = (M, N)
    matmul = tvm.extern(oshape, [data, w_data, w_indices, w_indptr],
                        lambda ins, outs: dense_default_ir(ins[0], ins[1], ins[2], ins[3], outs[0]),
                        tag="dense", dtype=dtype, name='out')
    if bias is not None:
        matmul = tvm.compute(oshape, lambda i, j: matmul[i, j] + bias[j], \
                             tag=tag.BROADCAST)
    return matmul


def dense(data, weight, bias=None):
    """Applies a linear transformation: :math:`Y = XW^T + b`.
    Either data or weight should be tvm.contrib.sparse.CSRNDArray.

    Parameters
    ----------
    data : tvm.contrib.sparse.CSRNDArray or tvm.tensor.Tensor
        2-D with shape [batch, in_dim]

    weight : tvm.tensor.Tensor or tvm.contrib.sparse.CSRNDArray
        2-D with shape [out_dim, in_dim]

    bias : tvm.tensor.Tensor, optional
        1-D with shape [out_dim]

    Returns
    -------
    output : tvm.Tensor
        2-D with shape [batch, out_dim]
    """
    ret = None
    if isinstance(data, tvm.contrib.sparse.CSRPlaceholderOp) and \
       isinstance(weight, tvm.tensor.Tensor):
        ret = dense_si(data.data, data.indices, data.indptr, weight, bias)
    elif isinstance(data, tvm.tensor.Tensor) and \
       isinstance(weight, tvm.contrib.sparse.CSRPlaceholderOp):
        ret = dense_sw(data, weight.data, weight.indices, weight.indptr, bias)
    else:
        raise NotImplementedError("implementation for %s as data and %s as weights, "
                                  "is not supported yet." % (type(data), type(weight), ))
    return ret
