),"here we solve the H padding automatically, other wise you should handle Q copy and Output copy with your mask (when kv_group == 1, use g_i * padded_H:(g_i+1) * padded_H would be handled automatically)"
assertkv_group==1,(
"here we solve the H padding automatically, other wise you should handle Q copy and Output copy with your mask (when kv_group == 1, use g_i * padded_H:(g_i+1) * padded_H would be handled automatically)"
assertkv_group==1,'here we solve the H padding automatically, other wise you should handle Q copy and Output copy with your mask (when kv_group == 1, use g_i * padded_H:(g_i+1) * padded_H would be handled automatically)'
assertkv_group==1,(
"here we solve the H padding automatically, other wise you should handle Q copy and Output copy with your mask (when kv_group == 1, use g_i * padded_H:(g_i+1) * padded_H would be handled automatically)"
)
BI=block_I
NI=tilelang.cdiv(topk,block_I)
assertNI%2==0,'NI should be a multiple of 2'
assertNI%2==0,"NI should be a multiple of 2"
D=dim
D_tail=tail_dim
KV_stride=kv_stride
ifhead_kv>64:
asserthead_kv%64==0,'head_kv should be a multiple of 64'
asserthead_kv%64==0,"head_kv should be a multiple of 64"
assertq_start_index_s>kv_stride,"If it is because each cp has too short length, you should fix the logic involving CP0 (cp_rank == 0), to make sure q with pos < KV_Stride - 1 is masked (or you may just ignore how this is handled if nan in these q's Out would not effect others, which is reported to be likely to happen by wangding)"
assertq_start_index_s>kv_stride,(
"If it is because each cp has too short length, you should fix the logic involving CP0 (cp_rank == 0), to make sure q with pos < KV_Stride - 1 is masked (or you may just ignore how this is handled if nan in these q's Out would not effect others, which is reported to be likely to happen by wangding)"
Construct and return a tiled matrix-multiply TIR kernel that multiplies A (shape MxK) by a quantized B (shape Nx(QK)) and writes an MxN output in out_dtype.
Construct and return a tiled matrix-multiply TIR kernel that multiplies A (shape MxK) by a quantized B (shape Nx(QK)) and writes an MxN output in out_dtype.
Construct and return a grouped (Mixture-of-Experts) matrix-multiply TIR kernel that multiplies A (shape MxK) by a quantized, expert-grouped B (shape ExNxQK) and writes an output of shape (M, topk, N) in out_dtype.