jax-ml/jax · error · ValueError
out_sharding passed to {name} cannot be reduced. Got {out_sh
Error message
out_sharding passed to {name} cannot be reduced. Got {out_sharding=} What it means
The out_sharding (NamedSharding) passed to a reduction op like reduce_sum has a 'reduced' spec on some axis, meaning the caller asked for the output to be sharded along an axis that is being reduced away. That layout is impossible, so JAX rejects it during abstract evaluation.
Source
Thrown at jax/_src/lax/lax.py:8571
axes = frozenset(axes)
used_spec = frozenset(
s for i, spec in enumerate(operand.sharding.spec.partitions)
if i in axes for s in (spec if isinstance(spec, tuple) else (spec,))
) | operand.sharding.spec.unreduced
if not all(u in used_spec for u in out_sharding.spec.unreduced):
raise core.ShardingTypeError(
"out_sharding's unreduced axes should be in operand's specs that"
f' were {name} over. Got {operand=}, {axes=},'
f' unreduced_spec={out_sharding.spec.unreduced}')
out_u = out_sharding.spec.unreduced
else:
# TODO(yashkatariya): For max/min, do getu(operand, out_kind) and add tests
out_u = getu(operand)
return out_u, out_kind if out_u else None
def _reduce_op_reduced_rule(operand, out_sharding, name):
if out_sharding is not None and out_sharding.spec.reduced:
raise ValueError(
f'out_sharding passed to {name} cannot be reduced. Got {out_sharding=}')
return getr(operand)
def _reduce_sum_ur_rule(operand, *, axes, out_sharding):
out_unreduced, kind = _reduce_op_unreduced_rule(
operand, axes, out_sharding, UnreducedKind.sum, 'reduce_sum')
out_reduced = _reduce_op_reduced_rule(operand, out_sharding, 'reduce_sum')
return out_unreduced, out_reduced, kind
def _reduce_sum_dtype_rule(operand, *, axes, **_):
dt = _reduce_number_dtype_rule('reduce_sum', operand)
if (operand.dtype in [np.float16, dtypes.bfloat16] and
not config.allow_f16_reductions.value and
not all(core.definitely_equal(operand.shape[d], 1) for d in axes)):
raise ValueError(f"reduce_sum on operand {operand.str_short(True)} is not "
"allowed when jax_allow_f16_reductions=False.")
return dt
View on GitHub (pinned to 1e1c6a8fc0)
Solutions
- Set the reduced dimension's entry to None (replicated) in the out_sharding spec: P(None, 'data') instead of P('data', 'data') when reducing axis 0.
- Compute the output sharding from the output shape, not the input shape.
- If automatic sharding propagation is fine, omit out_sharding entirely.
Example fix
# before
out_sharding = NamedSharding(mesh, P('data', None)) # reducing axis 0
lax.reduce_sum(x, (0,), out_sharding=out_sharding)
# after
out_sharding = NamedSharding(mesh, P(None, 'data'))
lax.reduce_sum(x, (0,), out_sharding=out_sharding) Defensive patterns
Strategy: validation
Validate before calling
from jax.sharding import NamedSharding, PartitionSpec as P out_pspec = tuple(None if i in axes else ps[i] for i, ps in enumerate(in_pspec)) out_sharding = NamedSharding(mesh, P(*out_pspec))
Type guard
def sharding_ok_for_reduction(axes, pspec):
return all(pspec[i] is None for i in axes) Prevention
- Derive output shardings from output shape, never reuse input specs blindly.
- Remember reduced dims must be replicated (None) in out_sharding.
When it happens
Trigger: Calling reduce_sum(operand, axes, out_sharding=NamedSharding(mesh, P('data', None))) where the 'data' mesh axis maps to a dimension being reduced. Happens with the out_sharding keyword introduced for explicit output-sharding control of reductions.
Common situations: Migrating multi-host/multi-GPU code to the out_sharding API and reusing an input sharding for the output; forgetting that reduced dimensions must be replicated (None) in the output sharding spec.
Related errors
- Reduced axes can only refer to mesh axes that is of type `Ex
- Mapped away dimension of inputs passed to vmap should be sha
- The 'sharding' attribute is not available on {self._error_re
- The is_fully_addressable property was called on {self._error
- Sharding spec {spec} implies that array axis {dim} is partit
AI-assisted analysis of jax-ml/jax@1e1c6a8fc0 (2026-08-27).
Data as JSON: /api/errors/63104a1b3ba4c16e.
Report an issue: GitHub.