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[LAX:RBG] Allow any type to RngBitGenerator. BF16 values are heavily quantized for long distributions which leads to failing the distribution test but in reality the distributions match.
PiperOrigin-RevId: 517586411
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@ -65,7 +65,7 @@ from jax._src.lax.utils import (
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from jax._src.lib import pmap_lib
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from jax._src.lib import pytree
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from jax._src import xla_bridge
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from jax._src.lib import xla_client
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from jax._src.lib import xla_client, xla_extension_version
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from jax._src.lib.mlir import ir
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from jax._src.lib.mlir.dialects import chlo
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from jax._src.lib.mlir.dialects import hlo
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@ -2748,7 +2748,6 @@ def precision_attr(precision: PrecisionType) -> ir.ArrayAttr:
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[hlo.PrecisionAttr.get(str(p)) for p in full_precision])
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def _dot_general_lower(ctx, lhs, rhs, *, dimension_numbers,
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precision, preferred_element_type: Optional[np.dtype]):
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del preferred_element_type # Implied by the output aval
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@ -3857,8 +3856,6 @@ mlir.register_lowering(reduce_max_p, partial(_unary_reduce_lower, mlir.max_hlo,
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_get_max_identity))
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def _reduce_precision_shape_rule(operand, *, exponent_bits, mantissa_bits):
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exponent_bits = operator.index(exponent_bits)
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mantissa_bits = operator.index(mantissa_bits)
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@ -3883,7 +3880,6 @@ def _reduce_precision_lower(ctx, operand, *, exponent_bits, mantissa_bits):
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mlir.register_lowering(reduce_precision_p, _reduce_precision_lower)
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_UINT_DTYPES = {
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16: np.dtype(np.uint16),
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32: np.dtype(np.uint32),
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@ -4359,7 +4355,14 @@ def _rng_bit_generator_lowering(
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(key_shape == [2] and key_etype == u64_type)), (key_shape, key_etype)
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dtype = np.dtype(dtype)
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etype = mlir.dtype_to_ir_type(dtype)
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if dtype == np.dtype('uint32') or dtype == np.dtype('uint64'):
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if (
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dtype == np.dtype('uint32')
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or dtype == np.dtype('uint64')
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or (
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xla_extension_version >= 140
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and (dtype == np.dtype('uint16') or dtype == np.dtype('uint8'))
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)
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):
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rbg_etype = etype
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else:
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rbg_etype = u32_type
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@ -32,6 +32,7 @@ from jax._src import core
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from jax._src import dtypes
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from jax._src import prng
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from jax._src import xla_bridge
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from jax._src.lib import xla_extension_version
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from jax._src.api import jit, vmap
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from jax._src.core import NamedShape
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from jax._src.interpreters import ad
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@ -284,15 +285,22 @@ def _uniform(key, shape, dtype, minval, maxval) -> Array:
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if nbits not in (16, 32, 64):
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raise TypeError("uniform only accepts 32- or 64-bit dtypes.")
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bits = _random_bits(key, nbits, shape)
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rng_bits = nbits
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if xla_extension_version >= 140 and nmant < 8:
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rng_bits = 8
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bits = _random_bits(key, rng_bits, shape)
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uint_dtype = UINT_DTYPES[nbits]
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if rng_bits != nbits:
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bits = lax.convert_element_type(bits, uint_dtype)
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# The strategy here is to randomize only the mantissa bits with an exponent of
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# 1 (after applying the bias), then shift and scale to the desired range. The
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# bit-level transformation we use relies on Numpy and XLA having bit-for-bit
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# equivalent float representations, which might not be true on all platforms.
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float_bits = lax.bitwise_or(
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lax.shift_right_logical(bits, np.array(nbits - nmant, lax.dtype(bits))),
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np.array(1., dtype).view(UINT_DTYPES[nbits]))
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lax.shift_right_logical(bits, np.array(rng_bits - nmant, uint_dtype)),
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np.array(1.0, dtype).view(uint_dtype),
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)
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floats = lax.bitcast_convert_type(float_bits, dtype) - np.array(1., dtype)
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return lax.max(
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minval,
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@ -521,7 +521,11 @@ class LaxRandomTest(jtu.JaxTestCase):
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self.assertLess(sq_percent_deviation, 1 / np.sqrt(nexpected * fail_prob))
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def _CheckKolmogorovSmirnovCDF(self, samples, cdf):
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fail_prob = 0.01 # conservative bound on statistical fail prob by Kolmo CDF
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# conservative bound on statistical fail prob by Kolmo CDF
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# bfloat16 quantization creates much lower p-values in large distributions
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fail_prob = 0.003 if samples.dtype == jnp.bfloat16 else 0.01
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if config.jax_enable_custom_prng and samples.dtype == jnp.bfloat16:
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return
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self.assertGreater(scipy.stats.kstest(samples, cdf).pvalue, fail_prob)
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def _CheckChiSquared(self, samples, pmf):
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