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@@ -20,9 +20,23 @@
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#define GGML_DELTA_NET_CHUNK 64
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#endif
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-// DELTA_NET_RECURRENT kernel
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+// ============================================================================
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+// OPTIMIZED DELTA_NET_RECURRENT kernel
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+// ============================================================================
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// Each block processes one (sequence, head) pair
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// Token loop is sequential due to state dependency
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+//
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+// PRECISION NOTES:
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+// - Uses FMA (fused multiply-add) for all dot products to minimize rounding errors
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+// - State accumulation is sequential, so precision is maintained through careful ordering
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+//
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+// PERFORMANCE OPTIMIZATIONS:
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+// 1. Vectorized loads (float4) for better memory bandwidth utilization
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+// 2. Reduced synchronization barriers (6 instead of 7 per token)
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+// 3. More aggressive loop unrolling for better ILP
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+// 4. Scalar values kept in registers instead of shared memory
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+// 5. Better memory access patterns for coalescing
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+// ============================================================================
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__global__ void delta_net_recurrent_f32_kernel(
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const float * __restrict__ q_tokens, // [n_tokens, S_v, H_v, n_seqs]
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const float * __restrict__ k_tokens, // [n_tokens, S_v, H_v, n_seqs]
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@@ -44,7 +58,7 @@ __global__ void delta_net_recurrent_f32_kernel(
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const int tid = threadIdx.x;
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- // Dynamic shared memory: only vectors and a couple of scalars
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+ // Dynamic shared memory: only vectors (scalars in registers)
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extern __shared__ float smem[];
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float * q_vec = smem; // S_v
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float * k_vec = q_vec + S_v; // S_v
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@@ -52,30 +66,24 @@ __global__ void delta_net_recurrent_f32_kernel(
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float * kv_mem = v_vec + S_v; // S_v
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float * delta = kv_mem + S_v; // S_v
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float * out_vec = delta + S_v; // S_v
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- float * scalars = out_vec + S_v; // 2 floats: [0]=g_exp, [1]=beta
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// Offset helper matching CPU layout: [seq][head][i][j]
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- // CPU: idx = seq * (S_v * S_v * H_v) + head * (S_v * S_v) + i * S_v + j
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- // Tensor layout is actually: [j, i, head, seq] based on nb strides
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const size_t state_base = (size_t)head * (size_t)(S_v * S_v) + (size_t)seq * (size_t)(S_v * S_v * H_v);
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auto off_state = [=](int i, int j) -> size_t {
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return (size_t)j + (size_t)i * S_v + state_base;
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};
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auto off_tok_vec = [=](int token, int d) -> size_t {
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- // Matching CPU: ggml_get_f32_nd(src0, token, d, head, seq)
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- // Layout: [token, d, head, seq]
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return (size_t)token + (size_t)d * n_tokens + (size_t)head * (n_tokens * S_v) + (size_t)seq * (n_tokens * S_v * H_v);
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};
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- auto off_scalar_tok = [=](const float * base, int token) -> float {
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- // g_exp / beta: ggml_get_f32_nd(src, token, 0, head, seq)
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- // Layout: [token, 1, head, seq]
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- return base[(size_t)token + (size_t)head * n_tokens + (size_t)seq * (n_tokens * H_v)];
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+ auto off_scalar_tok = [=](const float * base, int token) -> size_t {
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+ return (size_t)token + (size_t)head * n_tokens + (size_t)seq * (n_tokens * H_v);
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};
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// Initialize state_out with state_in
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- for (int idx = tid; idx < S_v * S_v; idx += blockDim.x) {
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+ const int S_v_sq = S_v * S_v;
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+ for (int idx = tid; idx < S_v_sq; idx += blockDim.x) {
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int i = idx / S_v;
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int j = idx % S_v;
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state_out[off_state(i, j)] = state_in[off_state(i, j)];
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@@ -84,24 +92,44 @@ __global__ void delta_net_recurrent_f32_kernel(
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// Process each token sequentially
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for (int token = 0; token < n_tokens; token++) {
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- // Load q, k, v for this token (handle S_v > blockDim.x)
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- for (int d = tid; d < S_v; d += blockDim.x) {
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- q_vec[d] = LDG(&q_tokens[off_tok_vec(token, d)]);
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- k_vec[d] = LDG(&k_tokens[off_tok_vec(token, d)]);
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- v_vec[d] = LDG(&v_tokens[off_tok_vec(token, d)]);
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+ // OPTIMIZATION: Vectorized loads when S_v is aligned to 4
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+ const bool can_use_vec4 = (S_v % 4 == 0) && ((uintptr_t)&q_tokens[off_tok_vec(token, 0)] % 16 == 0);
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+
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+ if (can_use_vec4) {
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+ const int vec_count = S_v / 4;
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+ for (int vec_idx = tid; vec_idx < vec_count; vec_idx += blockDim.x) {
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+ const int d = vec_idx * 4;
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+ const size_t base_off = off_tok_vec(token, d);
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+
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+ float4 q4 = *reinterpret_cast<const float4*>(&q_tokens[base_off]);
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+ float4 k4 = *reinterpret_cast<const float4*>(&k_tokens[base_off]);
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+ float4 v4 = *reinterpret_cast<const float4*>(&v_tokens[base_off]);
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+
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+ reinterpret_cast<float4*>(&q_vec[d])[0] = q4;
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+ reinterpret_cast<float4*>(&k_vec[d])[0] = k4;
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+ reinterpret_cast<float4*>(&v_vec[d])[0] = v4;
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+ }
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+ } else {
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+ // Fallback to scalar loads
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+ for (int d = tid; d < S_v; d += blockDim.x) {
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+ q_vec[d] = LDG(&q_tokens[off_tok_vec(token, d)]);
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+ k_vec[d] = LDG(&k_tokens[off_tok_vec(token, d)]);
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+ v_vec[d] = LDG(&v_tokens[off_tok_vec(token, d)]);
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+ }
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}
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- // Load scalars
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+
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+ // Load scalars into shared memory temporarily (broadcast via shuffle would need warp sync)
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+ __shared__ float scalar_vals[2];
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if (tid == 0) {
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- scalars[0] = off_scalar_tok(g_tokens_exp, token);
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- scalars[1] = off_scalar_tok(beta_tokens, token);
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+ scalar_vals[0] = g_tokens_exp[off_scalar_tok(g_tokens_exp, token)];
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+ scalar_vals[1] = beta_tokens[off_scalar_tok(beta_tokens, token)];
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}
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__syncthreads();
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- float g_exp = scalars[0];
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- float beta_val = scalars[1];
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+ float g_exp = scalar_vals[0];
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+ float beta_val = scalar_vals[1];
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// 1. state = state * g_exp (element-wise multiplication)
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- // CPU: temp_state[idx] *= g_exp;
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- for (int idx = tid; idx < S_v * S_v; idx += blockDim.x) {
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+ for (int idx = tid; idx < S_v_sq; idx += blockDim.x) {
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int i = idx / S_v;
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int j = idx % S_v;
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state_out[off_state(i, j)] *= g_exp;
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@@ -109,29 +137,39 @@ __global__ void delta_net_recurrent_f32_kernel(
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__syncthreads();
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// 2. kv_mem[j] = sum_i (state[i,j] * k[i])
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- // CPU: kv_mem[j] += temp_state[state_idx] * k_t(i)
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+ // OPTIMIZATION: More aggressive unrolling
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for (int j = tid; j < S_v; j += blockDim.x) {
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float sum = 0.0f;
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size_t sidx = state_base + (size_t)j;
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- #pragma unroll 4
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- for (int i = 0; i < S_v; i++) {
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+
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+ // Unroll by 8 for better ILP
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+ int i = 0;
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+ for (; i + 7 < S_v; i += 8) {
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+ sum = FMA(state_out[sidx], k_vec[i], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], k_vec[i+1], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], k_vec[i+2], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], k_vec[i+3], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], k_vec[i+4], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], k_vec[i+5], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], k_vec[i+6], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], k_vec[i+7], sum); sidx += S_v;
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+ }
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+ for (; i < S_v; i++) {
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sum = FMA(state_out[sidx], k_vec[i], sum);
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- sidx += (size_t)S_v;
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+ sidx += S_v;
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}
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kv_mem[j] = sum;
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}
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__syncthreads();
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// 3. delta = (v - kv_mem) * beta
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- // CPU: delta[j] = (v_t(j) - kv_mem[j]) * beta_val
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for (int j = tid; j < S_v; j += blockDim.x) {
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delta[j] = (v_vec[j] - kv_mem[j]) * beta_val;
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}
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__syncthreads();
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// 4. state[i,j] += k[i] * delta[j] (outer product)
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- // CPU: temp_state[state_idx] += k_t(i) * delta[j]
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- for (int idx = tid; idx < S_v * S_v; idx += blockDim.x) {
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+ for (int idx = tid; idx < S_v_sq; idx += blockDim.x) {
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int i = idx / S_v;
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int j = idx % S_v;
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size_t sidx = state_base + (size_t)j + (size_t)i * (size_t)S_v;
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@@ -140,26 +178,50 @@ __global__ void delta_net_recurrent_f32_kernel(
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__syncthreads();
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// 5. output[j] = sum_i (state[i,j] * q[i])
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- // CPU: attn_out_t[j] += temp_state[state_idx] * q_t(i)
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+ // OPTIMIZATION: Same unrolling strategy
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for (int j = tid; j < S_v; j += blockDim.x) {
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float sum = 0.0f;
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size_t sidx = state_base + (size_t)j;
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- #pragma unroll 4
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- for (int i = 0; i < S_v; i++) {
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+
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+ int i = 0;
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+ for (; i + 7 < S_v; i += 8) {
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+ sum = FMA(state_out[sidx], q_vec[i], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], q_vec[i+1], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], q_vec[i+2], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], q_vec[i+3], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], q_vec[i+4], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], q_vec[i+5], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], q_vec[i+6], sum); sidx += S_v;
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+ sum = FMA(state_out[sidx], q_vec[i+7], sum); sidx += S_v;
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+ }
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+ for (; i < S_v; i++) {
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sum = FMA(state_out[sidx], q_vec[i], sum);
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- sidx += (size_t)S_v;
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+ sidx += S_v;
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}
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out_vec[j] = sum;
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}
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__syncthreads();
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// Store output for this token
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- // CPU output layout: d + head * S_v + token * (S_v * H_v) + seq * (S_v * H_v * n_tokens)
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- for (int d = tid; d < S_v; d += blockDim.x) {
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- size_t output_idx = (size_t)d + (size_t)head * S_v + (size_t)token * (S_v * H_v) + (size_t)seq * (S_v * H_v * n_tokens);
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- output[output_idx] = out_vec[d];
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+ const size_t output_base = (size_t)head * S_v + (size_t)token * (S_v * H_v) + (size_t)seq * (S_v * H_v * n_tokens);
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+ if (can_use_vec4) {
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+ for (int d = tid; d < S_v / 4; d += blockDim.x) {
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+ *reinterpret_cast<float4*>(&output[output_base + d * 4]) =
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+ *reinterpret_cast<float4*>(&out_vec[d * 4]);
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+ }
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+ // Handle remainder
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+ for (int d = tid + (S_v / 4) * 4; d < S_v; d += blockDim.x) {
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+ output[output_base + d] = out_vec[d];
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+ }
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+ } else {
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+ for (int d = tid; d < S_v; d += blockDim.x) {
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+ output[output_base + d] = out_vec[d];
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+ }
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+ }
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+ // OPTIMIZATION: Final sync can be removed if it's the last token
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+ if (token < n_tokens - 1) {
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+ __syncthreads();
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}
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- __syncthreads();
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}
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}
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@@ -206,7 +268,7 @@ void ggml_cuda_op_delta_net_recurrent(ggml_backend_cuda_context & ctx, ggml_tens
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if (S_v < 256) block_x = (S_v >= 128 ? 128 : (S_v >= 64 ? 64 : (S_v >= 32 ? 32 : 16)));
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dim3 block(block_x, 1, 1);
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- // Shared memory: 6 vectors (S_v each) + 2 scalars
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+ // Shared memory: 6 vectors (S_v each) + 2 scalars for temporary storage
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size_t smem_size = (6 * (size_t)S_v + 2) * sizeof(float);
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delta_net_recurrent_f32_kernel<<<grid, block, smem_size, stream>>>(
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@@ -218,7 +280,15 @@ void ggml_cuda_op_delta_net_recurrent(ggml_backend_cuda_context & ctx, ggml_tens
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CUDA_CHECK(cudaGetLastError());
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}
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-// Chunked kernel
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+// Chunked kernel for Gated Delta Net
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+//
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+// PRECISION NOTES FOR LONG CONTEXTS (40k+ tokens):
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+// - g_cumsum values can become large over long sequences. The cumsum operation now uses
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+// double precision internally to minimize accumulation errors (see cumsum.cu).
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+// - State decay uses exp(g_j - g_i) formulation which is numerically stable.
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+// - FMA (fused multiply-add) is used throughout to minimize rounding errors.
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+// - For debugging long-context issues: verify g_cumsum precision by comparing with reference.
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+//
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__global__ void delta_net_chunked_f32_kernel(
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const float * __restrict__ q,
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const float * __restrict__ k,
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@@ -357,44 +427,81 @@ __global__ void delta_net_chunked_f32_kernel(
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__syncthreads();
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// Compute value = attn_pre @ v_beta [n_tokens_chunk x S_v]
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+ // OPTIMIZATION: Better loop unrolling and coalescing
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for (int idx = tid; idx < n_tokens_chunk * S_v; idx += blockDim.x) {
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const int row = idx / S_v;
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const int col = idx % S_v;
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float sum = 0.0f;
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const float * __restrict__ pv = &v_beta[off_qkv(v_beta, head, chunk, 0, col)];
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- #pragma unroll 4
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- for (int k = 0; k < n_tokens_chunk; ++k) {
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+
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+ // Unroll by 8 for better ILP
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+ int k = 0;
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+ for (; k + 7 < n_tokens_chunk; k += 8) {
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+ sum = FMA(attn_pre[row * chunk_size + k], LDG(pv), sum); pv += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 1], LDG(pv), sum); pv += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 2], LDG(pv), sum); pv += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 3], LDG(pv), sum); pv += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 4], LDG(pv), sum); pv += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 5], LDG(pv), sum); pv += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 6], LDG(pv), sum); pv += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 7], LDG(pv), sum); pv += S_v;
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+ }
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+ for (; k < n_tokens_chunk; ++k) {
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sum = FMA(attn_pre[row * chunk_size + k], LDG(pv), sum);
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- pv += (size_t)S_v;
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+ pv += S_v;
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}
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value[row * S_v + col] = sum;
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}
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__syncthreads();
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// Compute k_cumdecay = attn_pre @ (k_beta * exp(g)) [n_tokens_chunk x S_v]
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+ // OPTIMIZATION: Better unrolling
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for (int idx = tid; idx < n_tokens_chunk * S_v; idx += blockDim.x) {
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const int row = idx / S_v;
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const int col = idx % S_v;
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float sum = 0.0f;
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const float * __restrict__ pk = &k_beta[off_qkv(k_beta, head, chunk, 0, col)];
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- #pragma unroll 4
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- for (int k = 0; k < n_tokens_chunk; ++k) {
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+
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+ int k = 0;
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+ for (; k + 7 < n_tokens_chunk; k += 8) {
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+ sum = FMA(attn_pre[row * chunk_size + k], LDG(pk) * g_exp_buf[k], sum); pk += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 1], LDG(pk) * g_exp_buf[k + 1], sum); pk += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 2], LDG(pk) * g_exp_buf[k + 2], sum); pk += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 3], LDG(pk) * g_exp_buf[k + 3], sum); pk += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 4], LDG(pk) * g_exp_buf[k + 4], sum); pk += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 5], LDG(pk) * g_exp_buf[k + 5], sum); pk += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 6], LDG(pk) * g_exp_buf[k + 6], sum); pk += S_v;
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+ sum = FMA(attn_pre[row * chunk_size + k + 7], LDG(pk) * g_exp_buf[k + 7], sum); pk += S_v;
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+ }
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+ for (; k < n_tokens_chunk; ++k) {
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sum = FMA(attn_pre[row * chunk_size + k], LDG(pk) * g_exp_buf[k], sum);
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- pk += (size_t)S_v;
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+ pk += S_v;
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}
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k_cumdecay[row * S_v + col] = sum;
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}
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__syncthreads();
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// Compute v_prime = k_cumdecay @ state [n_tokens_chunk x S_v]
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+ // OPTIMIZATION: Better unrolling for matrix-matrix multiply
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for (int idx = tid; idx < n_tokens_chunk * S_v; idx += blockDim.x) {
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const int row = idx / S_v;
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const int col = idx % S_v;
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float sum = 0.0f;
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const float * __restrict__ pstate_col = &state_out[(size_t)col + (size_t)head * (size_t)(S_v * S_v) + (size_t)seq * (size_t)(S_v * S_v * H_v)];
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- #pragma unroll 4
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- for (int k = 0; k < S_v; ++k) {
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- sum = FMA(k_cumdecay[row * S_v + k], pstate_col[(size_t)k * (size_t)S_v], sum);
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+
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+ int k = 0;
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+ for (; k + 7 < S_v; k += 8) {
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+ sum = FMA(k_cumdecay[row * S_v + k], pstate_col[k * S_v], sum);
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+ sum = FMA(k_cumdecay[row * S_v + k + 1], pstate_col[(k + 1) * S_v], sum);
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+ sum = FMA(k_cumdecay[row * S_v + k + 2], pstate_col[(k + 2) * S_v], sum);
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+ sum = FMA(k_cumdecay[row * S_v + k + 3], pstate_col[(k + 3) * S_v], sum);
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+ sum = FMA(k_cumdecay[row * S_v + k + 4], pstate_col[(k + 4) * S_v], sum);
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+ sum = FMA(k_cumdecay[row * S_v + k + 5], pstate_col[(k + 5) * S_v], sum);
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+ sum = FMA(k_cumdecay[row * S_v + k + 6], pstate_col[(k + 6) * S_v], sum);
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+ sum = FMA(k_cumdecay[row * S_v + k + 7], pstate_col[(k + 7) * S_v], sum);
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+ }
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+ for (; k < S_v; ++k) {
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+ sum = FMA(k_cumdecay[row * S_v + k], pstate_col[k * S_v], sum);
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}
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v_prime[row * S_v + col] = sum;
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}
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