jax-ml/jax · error · ValueError
ormqr with left=False expects c to have the same number of c
Error message
ormqr with left=False expects c to have the same number of columns as the Householder matrix a has rows. Got a shape {a_shape} and c shape {c_shape}. What it means
jax/_src/lax/linalg.py:1531 in _ormqr_shape_rule. With left=False, ormqr applies Q from the right (c @ Q), so c's column count (c.shape[1]) must equal the row count of the reflector matrix a (a.shape[0]). A mismatch raises this ValueError.
Source
Thrown at jax/_src/lax/linalg.py:1531
>>> jnp.allclose(Q_times_c, Q_direct, atol=1e-5)
Array(True, dtype=bool)
See also:
- :func:`jax.scipy.linalg.qr_multiply`: Higher-level API for computing
Q @ C or C @ Q from a matrix ``a`` directly.
"""
a, taus, c = core.auto_insert_reshard(a, taus, c)
return ormqr_p.bind(a, taus, c, left=left, transpose=transpose)
def _ormqr_shape_rule(a_shape, taus_shape, c_shape, *, left, transpose):
m = a_shape[0]
if left and c_shape[0] != m:
raise ValueError(
"ormqr with left=True expects c to have the same number of rows as "
f"the Householder matrix a. Got a shape {a_shape} and c shape {c_shape}.")
if not left and c_shape[1] != m:
raise ValueError(
"ormqr with left=False expects c to have the same number of columns as "
f"the Householder matrix a has rows. Got a shape {a_shape} and c shape {c_shape}.")
return c_shape
@config.default_matmul_precision("highest")
def _ormqr_lowering(a, taus, c, *, left, transpose):
# Apply Householder reflectors H_i = I - tau_i * v_i * v_i^H directly to c
# without materializing Q. Cost: O(k * m * c_cols) if left,
# O(k * c_rows * m) otherwise, where c has shape (..., c_rows, c_cols).
*batch_dims, m, n = a.shape
k = taus.shape[-1]
is_complex = dtypes.issubdtype(a.dtype, np.complexfloating)
# Householder vectors: lower triangle of a with unit diagonal.
eye = lax._eye(a.dtype, (m, k))
if batch_dims:
eye = lax.broadcast(eye, tuple(batch_dims))View on GitHub (pinned to 1e1c6a8fc0)
Solutions
- Adjust c so c.shape[1] == a.shape[0] (transpose, pad, or slice appropriately)
- Consider left=True with c.T then transpose the result if that matches your math
- Validate shapes with an assert before the call during development
Example fix
// before y = jax.lax.linalg.ormqr(a, taus, c, left=False) # c.shape[1] != a.shape[0] // after assert c.shape[1] == a.shape[0], (c.shape, a.shape) y = jax.lax.linalg.ormqr(a, taus, c, left=False)
Defensive patterns
Strategy: validation
Validate before calling
assert c.shape[1] == a.shape[0], (a.shape, c.shape)
Type guard
def ormqr_right_ok(a, c) -> bool:
return c.shape[1] == a.shape[0] Prevention
- Right application means c's columns match a's rows
When it happens
Trigger: Calling jax.lax.linalg.ormqr(a, taus, c, left=False) with c.shape[1] != a.shape[0]; e.g. applying the transpose-Q to a wide RHS whose width does not match the QR'd matrix's rows.
Common situations: Solving least-squares normal equations manually; using Q^T on both sides of a rectangular problem with inconsistent shapes; ported LAPACK code where 'left'/'trans' flags were flipped.
Related errors
- ormqr with left=True expects c to have the same number of ro
- The first argument to householder_product must have at least
- Argument to symmetric eigendecomposition must have shape [..
- Argument to Hessenberg reduction must have shape [..., n, n]
- The second argument to householder_product must not have mor
AI-assisted analysis of jax-ml/jax@1e1c6a8fc0 (2026-08-27).
Data as JSON: /api/errors/11ae949cee06242a.
Report an issue: GitHub.