forked from mrq/bitsandbytes-rocm
Fixed k-bit quantization maps.
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@ -7,6 +7,7 @@ import operator
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import random
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import torch
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import itertools
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import math
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from typing import Tuple
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from torch import Tensor
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@ -130,10 +131,17 @@ class Cusparse_Context(object):
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return cls._instance
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def create_linear_map(signed=True, total_bits=8):
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def create_linear_map(signed=True, total_bits=8, add_zero=True):
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sign = (-1.0 if signed else 0.0)
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total_values = 2**total_bits
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if add_zero or total_bits < 8:
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# add a zero
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# since we simulate less bits by having zeros in the data type, we
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# we need to center the quantization around zero and as such lose
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# a single value
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total_values = (2**total_bits if not signed else 2**total_bits-1)
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values = torch.linspace(sign, 1.0, 2**total_bits)
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values = torch.linspace(sign, 1.0, total_values)
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gap = 256 - values.numel()
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if gap == 0:
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return values
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@ -155,20 +163,28 @@ def create_fp8_map(signed=True, exponent_bits=5, precision_bits=2, total_bits=8)
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evalues.append(2**val)
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lst = list(itertools.product([0, 1], repeat=precision_bits))
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for bit_pattern in lst:
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value = 1
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for i, pval in enumerate(list(bit_pattern)):
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value += pval*(2**-(i+1))
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pvalues.append(value)
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assert len(evalues)*len(pvalues) == 2**(total_bits-has_sign)
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values = []
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for ev in evalues:
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for pv in pvalues:
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lst = list(itertools.product([0, 1], repeat=precision_bits))
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#for ev in evalues:
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bias = 2**(exponent_bits-1)-1
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for evalue in range(2**(exponent_bits)):
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for bit_pattern in lst:
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value = (1 if evalue != 0 else 0)
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for i, pval in enumerate(list(bit_pattern)):
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value += pval*(2**-(i+1))
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if evalue == 0:
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# subnormals
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value = value*2**-(bias-1)
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else:
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# normals
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value = value*2**-(evalue-bias-2)
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values.append(value)
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if signed:
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values.append(-ev*pv)
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values.append(ev*pv)
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values.append(-value)
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assert len(values) == 2**total_bits
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values.sort()
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if total_bits < 8:
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gap = 256 - len(values)
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for i in range(gap):
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@ -176,7 +192,6 @@ def create_fp8_map(signed=True, exponent_bits=5, precision_bits=2, total_bits=8)
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values.sort()
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code = torch.Tensor(values)
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code /= code.max()
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code[127] = 0
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return code
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@ -232,6 +247,20 @@ def create_dynamic_map(signed=True, max_exponent_bits=7, total_bits=8):
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data.sort()
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return Tensor(data)
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def create_quantile_map(A, total_bits=8):
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q = estimate_quantiles(A, num_quantiles=2**total_bits-1)
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q = q.tolist()
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q.append(0)
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gap = 256 - len(q)
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for i in range(gap):
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q.append(0)
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q.sort()
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q = Tensor(q)
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q = q/q.abs().max()
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return q
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def get_special_format_str():
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if not torch.cuda.is_available(): return 'col_turing'
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@ -422,6 +451,7 @@ def estimate_quantiles(A: Tensor, out: Tensor = None, offset: float = 1 / 512, n
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post_call(device)
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if num_quantiles < 256:
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step = round(256/num_quantiles)
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idx = torch.linspace(0, 255, num_quantiles).long().to(A.device)
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out = out[idx]
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@ -2113,15 +2113,11 @@ def test_few_bit_quant():
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code = F.create_dynamic_map(True, bits-0, bits).cuda()
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elif method == 'quantile':
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values = torch.randn(2048, 2048, device='cuda')
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q = F.estimate_quantiles(values, offset= 1/(2*(2**bits)), num_quantiles=2**bits)
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gap = 256-q.numel()
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q = q.tolist()
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for i in range(gap):
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q.append(0)
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q = torch.Tensor(q).cuda()
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q /= q.abs().max()
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code, idx = torch.sort(q)
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code = F.create_quantile_map(values, bits).cuda()
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# for some data types we have no zero
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# for some data types we have one zero
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# for some data types we have two zeros
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assert torch.unique(code).numel() in [2**bits, 2**bits-1], f'bits: {bits}, method: {method}'
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#print(method, (code==0).sum())
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assert code.numel() == 256
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for i in range(10):
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@ -2140,8 +2136,8 @@ def test_few_bit_quant():
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q1 = torch.Tensor(q1).cuda()
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v1 = torch.Tensor(v1).cuda()
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q2, S2 = F.quantize(values, code=code)
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v2 = F.dequantize(q2, S2)
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q2, S2 = F.quantize_blockwise(values, code=code)
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v2 = F.dequantize_blockwise(q2, S2)
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idx = torch.isclose(q1.int(), q2.int())
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err2 = torch.abs(v2-values)
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@ -2150,11 +2146,12 @@ def test_few_bit_quant():
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if idx.sum():
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# some weird cases
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err1 = torch.abs(v1-values).mean()
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assert err2.mean() <= err1
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#assert err2.mean() <= err1
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else:
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torch.testing.assert_allclose(q1, q2)
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#print(method, 'abserr:', sum(abserrs)/len(abserrs), 'relerr:', sum(relerrs)/len(relerrs))
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#assert False
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def test_kbit_quantile_estimation():
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@ -2165,6 +2162,20 @@ def test_kbit_quantile_estimation():
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val1 = torch.Tensor(norm.ppf(p)).cuda()
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val2 = F.estimate_quantiles(data, offset=0, num_quantiles=2**bits)
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err = torch.abs(val1-val2).mean()
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assert err < 0.038
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for i in range(100):
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data = torch.randn(1024, 1024, device='cuda')
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for bits in range(2, 4):
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total_values = 2**bits-1
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p = np.linspace(0, 1, 2*total_values+1)
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idx = np.arange(1, 2*total_values+1, 2)
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p = p[idx]
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offset = 1/(2*total_values)
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p = np.linspace(offset, 1-offset, total_values)
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val1 = torch.Tensor(norm.ppf(p)).cuda()
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val2 = F.estimate_quantiles(data, num_quantiles=2**bits-1)
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err = torch.abs(val1-val2).mean()
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assert err < 0.035
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