|
|
| import os |
|
|
| import pytest |
| import torch |
| import torch.nn.functional as F |
|
|
| from fla.ops.gated_delta_product import chunk_gated_delta_product |
| from fla.ops.gated_delta_product.chunk_ref import chunk_gated_delta_product_ref |
| from fla.ops.gated_delta_product.naive import naive_recurrent_gated_delta_product |
| from fla.utils import assert_close, device, is_intel_alchemist |
|
|
|
|
| @pytest.mark.parametrize( |
| ('B', 'T', 'H', 'D', 'scale', 'num_householder', 'gate_logit_normalizer', 'mask_p', 'use_qk_l2norm_in_kernel', 'dtype'), |
| [ |
| pytest.param( |
| *test, |
| id="B{}-T{}-H{}-D{}-scale{}-num_householder{}-gate_logit_normalizer{}-mask_p{}-l2norm{}-{}".format(*test), |
| ) |
| for test in [ |
| (1, 63, 1, 64, 0.1, 1, 1, 0, False, torch.float16), |
| (2, 200, 3, 60, 0.1, 1, 1, 0, False, torch.float16), |
| (2, 1000, 4, 64, 0.1, 2, 0.1, 0.5, False, torch.float16), |
| (2, 1024, 4, 64, 1, 2, 1, 0, True, torch.float16), |
| (2, 1024, 6, 100, 1, 2, 10, 0, False, torch.float16), |
| (4, 1500, 8, 128, 0.1, 3, 1, 0.5, False, torch.float16), |
| (2, 2048, 8, 128, 1, 3, 1, 0, False, torch.float16), |
| (2, 2048, 8, 128, 1, 3, 1, 0, True, torch.float16), |
| ] |
| ], |
| ) |
| def test_chunk( |
| B: int, |
| T: int, |
| H: int, |
| D: int, |
| scale: float, |
| num_householder: int, |
| gate_logit_normalizer: float, |
| mask_p: float, |
| use_qk_l2norm_in_kernel: bool, |
| dtype: torch.dtype, |
| ): |
| if is_intel_alchemist and D > 128: |
| pytest.skip(reason='chunk_gated_delta_rule is not supported on alchemist for D>128') |
|
|
| q = torch.randn(B, T, H, D, dtype=dtype) |
| k = torch.randn(B, T * num_householder, H, D, dtype=dtype) |
| v = torch.randn(B, T * num_householder, H, D, dtype=dtype) |
| beta = torch.rand(B, T * num_householder, H, dtype=dtype).sigmoid() |
| g = F.logsigmoid(torch.rand(B, T, H, dtype=torch.float32)) |
| h0 = torch.zeros(B, H, D, D, dtype=torch.float32) |
| g = g / gate_logit_normalizer |
| g = g * (torch.rand_like(g) > mask_p) |
| q, k, v, beta, g, h0 = map(lambda x: x.to(device).requires_grad_(True), (q, k, v, beta, g, h0)) |
|
|
| tri, tri_ht = chunk_gated_delta_product( |
| q=F.normalize(q.clone(), p=2, dim=-1) if not use_qk_l2norm_in_kernel else q.clone(), |
| k=F.normalize(k.clone(), p=2, dim=-1) if not use_qk_l2norm_in_kernel else k.clone(), |
| v=v.clone(), |
| g=g.clone(), |
| beta=beta.clone(), |
| num_householder=num_householder, |
| scale=scale, |
| output_final_state=True, |
| initial_state=h0.clone(), |
| use_qk_l2norm_in_kernel=use_qk_l2norm_in_kernel, |
| ) |
| do = torch.randn_like(q) |
| dht = torch.randn_like(h0) |
| ((tri * do).sum() + (tri_ht * dht).sum()).backward(retain_graph=True) |
| tri_dq, tri_dk, tri_dv, tri_dbeta, tri_dg, tri_dh0 = q.grad, k.grad, v.grad, beta.grad, g.grad, h0.grad |
| q.grad = k.grad = v.grad = beta.grad = g.grad = h0.grad = None |
|
|
| ref, ref_ht = chunk_gated_delta_product_ref( |
| q=F.normalize(q.clone(), p=2, dim=-1), |
| k=F.normalize(k.clone(), p=2, dim=-1), |
| v=v.clone(), |
| g=g.clone(), |
| beta=beta.clone(), |
| num_householder=num_householder, |
| scale=scale, |
| initial_state=h0.clone(), |
| output_final_state=True, |
| ) |
|
|
| ((ref * do).sum() + (ref_ht * dht).sum()).backward(retain_graph=True) |
| ref_dq, ref_dk, ref_dv, ref_dbeta, ref_dg, ref_dh0 = q.grad, k.grad, v.grad, beta.grad, g.grad, h0.grad |
| assert_close('o', ref, tri, 0.005) |
| assert_close('ht', ref_ht, tri_ht, 0.005) |
| assert_close('dq', ref_dq, tri_dq, 0.008) |
| assert_close('dk', ref_dk, tri_dk, 0.008) |
| assert_close('dv', ref_dv, tri_dv, 0.008) |
| assert_close('db', ref_dbeta, tri_dbeta, 0.02) |
| assert_close('dg', ref_dg, tri_dg, 0.02) |
| assert_close('dh0', ref_dh0, tri_dh0, 0.008) |
|
|
|
|
| @pytest.mark.parametrize( |
| ('H', 'D', 'num_householder', 'mask_p', 'cu_seqlens', 'dtype'), |
| [ |
| pytest.param(*test, id="H{}-D{}-num_householder{}-mask_p{}-cu_seqlens{}-{}".format(*test)) |
| for test in [ |
| (2, 64, 3, 0, [0, 63], torch.float16), |
| (2, 100, 2, 0, [0, 63, 100, 500, 1000], torch.float16), |
| (2, 100, 2, 0, [0, 100, 256, 512, 1500, 1500], torch.float16), |
| (2, 128, 2, 0, [0, 100, 300, 800, 1500, 2000], torch.float16), |
| (2, 128, 2, 0.5, [0, 31, 111, 799, 1000, 1500, 1800, 2000], torch.float16), |
| (2, 128, 2, 0.5, [0, 63, 300, 800, 1000, 1399, 2048], torch.float16), |
| (2, 256, 3, 0, [0, 100, 123, 300, 500, 800, 1000, 1500, 2048], torch.float16), |
| ] |
| ], |
| ) |
| def test_chunk_varlen( |
| H: int, |
| D: int, |
| num_householder: int, |
| mask_p: float, |
| cu_seqlens: list[int], |
| dtype: torch.dtype, |
| ): |
| if is_intel_alchemist and D > 128: |
| pytest.skip(reason='chunk_gated_delta_rule is not supported on alchemist for D>128') |
| torch.manual_seed(42) |
| os.environ['TRITON_F32_DEFAULT'] = 'ieee' |
| cu_seqlens = torch.LongTensor(cu_seqlens).to(device) |
| T = cu_seqlens[-1] |
| N = len(cu_seqlens) - 1 |
|
|
| q = torch.nn.functional.normalize(torch.randn((1, T, H, D), dtype=dtype), dim=-1, p=2) |
| k = torch.nn.functional.normalize(torch.randn(1, T*num_householder, H, D, dtype=dtype), dim=-1, p=2) |
| v = torch.randn((1, T*num_householder, H, D), dtype=dtype) |
| g = F.logsigmoid(torch.rand(1, T, H, dtype=dtype)) |
| g = g * (torch.rand_like(g) > mask_p) |
| beta = torch.rand(1, T*num_householder, H, dtype=dtype).sigmoid() |
| h0 = torch.randn((N, H, D, D), dtype=dtype) |
|
|
| q, k, v, beta, g, h0 = map(lambda x: x.to(device).requires_grad_(), (q, k, v, beta, g, h0)) |
| do = torch.randn_like(q) |
| dht = torch.rand_like(h0) |
| scale = D ** -0.5 |
|
|
| tri, tri_ht = chunk_gated_delta_product( |
| q=q.clone(), |
| k=k.clone(), |
| v=v.clone(), |
| beta=beta.clone(), |
| g=g.clone(), |
| scale=scale, |
| output_final_state=True, |
| num_householder=num_householder, |
| initial_state=h0.clone(), |
| cu_seqlens=cu_seqlens, |
| ) |
| ((tri * do).sum() + (tri_ht * dht).sum()).backward(retain_graph=True) |
| tri_dq, tri_dk, tri_dv, tri_dbeta, tri_dg, tri_dh0 = q.grad, k.grad, v.grad, beta.grad, g.grad, h0.grad |
| q.grad = k.grad = v.grad = beta.grad = g.grad = h0.grad = None |
|
|
| ref, ref_ht = chunk_gated_delta_product_ref( |
| q=q.clone(), |
| k=k.clone(), |
| v=v.clone(), |
| beta=beta.clone(), |
| g=g.clone(), |
| scale=scale, |
| output_final_state=True, |
| num_householder=num_householder, |
| initial_state=h0.clone(), |
| cu_seqlens=cu_seqlens, |
| ) |
|
|
| ((ref * do).sum() + (ref_ht * dht).sum()).backward(retain_graph=True) |
| ref_dq, ref_dk, ref_dv, ref_dbeta, ref_dg, ref_dh0 = q.grad, k.grad, v.grad, beta.grad, g.grad, h0.grad |
|
|
| assert_close('o', ref, tri, 0.005) |
| assert_close('ht', ref_ht, tri_ht, 0.005) |
| assert_close('dq', ref_dq, tri_dq, 0.007) |
| assert_close('dk', ref_dk, tri_dk, 0.008) |
| assert_close('dv', ref_dv, tri_dv, 0.007) |
| assert_close('db', ref_dbeta, tri_dbeta, 0.015) |
| assert_close('dh0', ref_dh0, tri_dh0, 0.007) |
| assert_close('dg', ref_dg, tri_dg, 0.015) |
| q.grad = k.grad = v.grad = beta.grad = g.grad = h0.grad = None |
|
|
| torch_ref = torch.zeros_like(ref) |
| torch_ref_ht = torch.zeros_like(ref_ht) |
| for i in range(len(cu_seqlens) - 1): |
| start, end = cu_seqlens[i], cu_seqlens[i+1] |
| q_i = q[:, start:end, :, :] |
| k_i = k[:, start*num_householder:end*num_householder, :, :] |
| v_i = v[:, start*num_householder:end*num_householder, :, :] |
| g_i = g[:, start:end, :] |
| beta_i = beta[:, start*num_householder:end*num_householder, :] |
| o3_i, h3_i = naive_recurrent_gated_delta_product( |
| q_i, k_i, v_i, g_i, beta_i, scale=scale, cu_seqlens=None, output_final_state=True, num_householder=num_householder, |
| ) |
| torch_ref[:, start:end, :, :] = o3_i |
| torch_ref_ht[i, :, :, :] = h3_i.squeeze(0) |
|
|
| ((torch_ref * do).sum() + (torch_ref_ht * dht).sum()).backward(retain_graph=True) |
|
|
| assert_close('o', ref, tri, 0.005) |
| assert_close('ht', ref_ht, tri_ht, 0.005) |
| assert_close('dq', ref_dq, tri_dq, 0.007) |
| assert_close('dk', ref_dk, tri_dk, 0.008) |
| assert_close('dv', ref_dv, tri_dv, 0.007) |
| assert_close('db', ref_dbeta, tri_dbeta, 0.015) |
| assert_close('dg', ref_dg, tri_dg, 0.015) |
| assert_close('dh0', ref_dh0, tri_dh0, 0.007) |
|
|