"""Fused triton kernel for the DSV4 hc_head LM-head mixer. Reference torch implementation (deepseek_v4.py DeepseekV4Model.hc_head): shape, dtype = x.size(), x.dtype x = x.flatten(1).float() rsqrt = torch.rsqrt(x.square().mean(-1, keepdim=True) + norm_eps) mixes = F.linear(x, hc_fn) * rsqrt pre = torch.sigmoid(mixes * hc_scale + hc_base) + hc_eps y = torch.sum(pre.unsqueeze(-1) * x.view(shape), dim=1) return y.to(dtype) Shapes (DSV4-Pro, hc_mult=4, hidden_size=7168 typical): x : (T, hc_mult, hidden_size) bf16 hc_fn : (hc_mult, hc_mult * hidden_size) fp32 scale : (1,) fp32 base : (hc_mult,) fp32 out y : (T, hidden_size) bf16 This is a one-shot LM-head op (fires once per forward on the last PP rank), so we use a 1-CTA-per-token design that does two passes over x without split-K. """ from __future__ import annotations import torch import triton import triton.language as tl @triton.jit def _hc_head_kernel( x_ptr, fn_ptr, scale_ptr, base_ptr, y_ptr, hidden_size: tl.constexpr, HC_MULT: tl.constexpr, K_TOTAL: tl.constexpr, BLOCK_K: tl.constexpr, BLOCK_D: tl.constexpr, norm_eps: tl.constexpr, hc_eps: tl.constexpr, ): pid = tl.program_id(0).to(tl.int64) # ---------- Pass 1: sum_sq over flattened K dim, plus hc_mult inner products ---------- sumsq = tl.zeros((), dtype=tl.float32) mix = tl.zeros((HC_MULT,), dtype=tl.float32) x_row = x_ptr + pid * K_TOTAL m_idx = tl.arange(0, HC_MULT) for k_off in tl.range(0, K_TOTAL, BLOCK_K): k_offs = k_off + tl.arange(0, BLOCK_K) k_mask = k_offs < K_TOTAL x_tile = tl.load(x_row + k_offs, mask=k_mask, other=0.0).to(tl.float32) sumsq += tl.sum(x_tile * x_tile, axis=0) fn_offs = m_idx[:, None] * K_TOTAL + k_offs[None, :] fn_mask = (m_idx[:, None] < HC_MULT) & k_mask[None, :] fn_tile = tl.load(fn_ptr + fn_offs, mask=fn_mask, other=0.0) mix += tl.sum(fn_tile * x_tile[None, :], axis=1) rsqrt = tl.rsqrt(sumsq / K_TOTAL + norm_eps) scale_v = tl.load(scale_ptr).to(tl.float32) base_v = tl.load(base_ptr + m_idx).to(tl.float32) # pre[m] = sigmoid(mix[m] * rsqrt * scale + base[m]) + hc_eps pre = tl.sigmoid(mix * rsqrt * scale_v + base_v) + hc_eps # ---------- Pass 2: y[d] = sum_m pre[m] * x[m, d] for d in range(hidden_size) ---------- y_row = y_ptr + pid * hidden_size for d_off in tl.range(0, hidden_size, BLOCK_D): d_offs = d_off + tl.arange(0, BLOCK_D) d_mask = d_offs < hidden_size x_offs = m_idx[:, None] * hidden_size + d_offs[None, :] x_mask = (m_idx[:, None] < HC_MULT) & d_mask[None, :] x_block = tl.load(x_row + x_offs, mask=x_mask, other=0.0).to(tl.float32) y_block = tl.sum(pre[:, None] * x_block, axis=0) tl.store(y_row + d_offs, y_block.to(y_ptr.dtype.element_ty), mask=d_mask) def fused_hc_head( x: torch.Tensor, hc_fn: torch.Tensor, hc_scale: torch.Tensor, hc_base: torch.Tensor, norm_eps: float, hc_eps: float, ) -> torch.Tensor: """Fused (RMSNorm + Linear + Sigmoid-gate + weighted-sum) for the DSV4 hc_head. Args: x : (T, hc_mult, hidden_size) bf16/fp16, must be contiguous hc_fn : (hc_mult, hc_mult * hidden_size) fp32, contiguous hc_scale : (1,) fp32 scalar hc_base : (hc_mult,) fp32 norm_eps : RMS epsilon hc_eps : additive epsilon after sigmoid Returns: y : (T, hidden_size) same dtype as x """ assert x.is_contiguous(), "x must be contiguous" assert hc_fn.is_contiguous(), "hc_fn must be contiguous" assert hc_scale.dtype == torch.float32 and hc_base.dtype == torch.float32 assert hc_fn.dtype == torch.float32 assert x.dim() == 3, f"x must be 3D (T, hc_mult, hidden_size), got {x.shape}" T, hc_mult, hidden_size = x.shape assert hc_fn.shape == (hc_mult, hc_mult * hidden_size), ( f"hc_fn shape {hc_fn.shape} does not match (hc_mult={hc_mult}, " f"hc_mult*hidden_size={hc_mult * hidden_size})" ) assert hc_base.shape == (hc_mult,) assert hc_scale.numel() == 1 y = torch.empty((T, hidden_size), dtype=x.dtype, device=x.device) if T == 0: return y BLOCK_K = 512 BLOCK_D = 512 hc_mult_pow2 = max(1, triton.next_power_of_2(hc_mult)) grid = (T,) _hc_head_kernel[grid]( x, hc_fn, hc_scale, hc_base, y, hidden_size=hidden_size, HC_MULT=hc_mult_pow2, K_TOTAL=hc_mult * hidden_size, BLOCK_K=BLOCK_K, BLOCK_D=BLOCK_D, norm_eps=norm_eps, hc_eps=hc_eps, num_warps=4, ) return y