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50 lines
1.1 KiB
Python
50 lines
1.1 KiB
Python
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import argparse
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import math
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import mlx.core as mx
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from time_utils import time_fn
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L = 1024
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H = 32
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H_k = 32 // 4
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D = 128
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def attention(q, k, v):
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B, Hq, L, D = q.shape
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_, Hk, S, _ = k.shape
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q = q.reshape(B, Hk, Hq // Hk, L, D)
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k = k[:, :, None, :, :]
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v = v[:, :, None, :, :]
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s = q @ k.transpose(0, 1, 2, 4, 3)
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p = mx.softmax(s.astype(mx.float32), axis=-1).astype(s.dtype)
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o = p @ v
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return o.reshape(B, Hq, L, D)
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def sdpa(q, k, v):
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return mx.fast.scaled_dot_product_attention(q, k, v, scale=1.0)
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def time_self_attention_primitives():
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mx.random.seed(3)
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q = mx.random.uniform(shape=(1, H, 1, D))
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k = mx.random.uniform(shape=(1, H_k, L, D))
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v = mx.random.uniform(shape=(1, H_k, L, D))
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mx.eval(q, k, v)
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time_fn(attention, q, k, v)
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def time_self_attention_sdpa():
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mx.random.seed(3)
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q = mx.random.uniform(shape=(1, H, 1, D))
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k = mx.random.uniform(shape=(1, H_k, L, D))
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v = mx.random.uniform(shape=(1, H_k, L, D))
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mx.eval(q, k, v)
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time_fn(sdpa, q, k, v)
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if __name__ == "__main__":
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time_self_attention_sdpa()
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time_self_attention_primitives()
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