Debugging and tracing
The build() function transforms an annotated circuit into a template circuit and samplex pair. In a complex circuit it can be hard to tell which box in the original circuit corresponds to which barriers in the template, or which nodes in the samplex DAG.
Samplomatic provides two complementary tracing tools:
- Barrier labels: Every barrier in the template circuit carries a label that encodes its origin. These are always present regardless of whether
debug=Trueis set. - Trace info on samplex nodes: When
build()is called withdebug=True, every samplex node carries aTraceInfoobject linking it back to the box or boxes that produced it.
Both tools are most useful when boxes carry a Tag annotation, which attaches a ref string to the box. Alternatively, InjectNoise references are also attached.
Tag boxes
A Tag annotation attaches a ref string to a box. The ref then appears in barrier labels and in trace information on samplex nodes.
The following example circuit has three boxes: two tagged CX boxes on disjoint qubit pairs, and an untagged right-dressed measurement box. The second CX box also carries an InjectNoise annotation — both its tag ref and its noise ref will appear in the barrier labels. The two CX boxes cover different qubits, which enables the samplex optimizer to merge their propagation nodes into shared nodes. This is shown in the trace information section.
from qiskit.circuit import QuantumCircuit
from samplomatic import InjectNoise, Tag, Twirl, build
circuit = QuantumCircuit(4, 4)
with circuit.box([Twirl(), Tag("cx_ab")]):
circuit.cx(0, 1)
with circuit.box([Twirl(), InjectNoise("cx_noise"), Tag("cx_cd")]):
circuit.cx(2, 3)
with circuit.box([Twirl(), Tag("meas_box")]):
circuit.measure(range(4), range(4))
circuit.draw("mpl")
Barrier labels in the template circuit
Calling build() on the circuit above produces a template whose barriers carry identifying labels. Each label has the form {side}{scope}@{key=value&...}:
- Side:
L= left-dressing boundary,M= inner box content boundary,R= right-dressing boundary. - Scope: An integer index (or underscore-separated list for nested boxes) that distinguishes multiple boxes at the same nesting level.
- Annotations: An
@-prefixed,&-separated list ofkey=valuepairs derived from the box’s annotations. Thetagkey comes from aTagannotation andinject_noisecomes from anInjectNoiseannotation.
Barriers from untagged boxes carry only the side and scope (for example, L2), with no @ suffix.
template, samplex = build(circuit)
template.draw("mpl", fold=100)
The barrier labels can also be extracted programmatically:
barrier_labels = [instr.operation.label for instr in template if instr.operation.name == "barrier"]
barrier_labels['L0@tag=cx_ab',
'M0@tag=cx_ab',
'R0@tag=cx_ab',
'L1@inject_noise=cx_noise&tag=cx_cd',
'M1@inject_noise=cx_noise&tag=cx_cd',
'R1@inject_noise=cx_noise&tag=cx_cd',
'L2@tag=meas_box',
'M2@tag=meas_box',
'R2@tag=meas_box']
Trace information on samplex nodes
Passing debug=True to build() attaches trace information to every samplex node. Each node’s trace_info attribute is a TraceInfo object whose trace_refs dictionary maps annotation keys (for example, "tag" and "inject_noise") to sets of ref strings. Nodes without a corresponding box annotation have trace_info=None.
When draw() is called on a debug-built samplex, hovering over any node in the interactive graph reveals its trace_refs inside the hover tooltip.
template, samplex = build(circuit, debug=True)
samplex.draw()Trace information can also be inspected programmatically. Notice that some nodes carry references from both 'cx_ab' and 'cx_cd'. The samplex optimizer merged their parallel propagation nodes because the two boxes cover disjoint qubits and share a common predecessor from the right-dressed measurement box’s emission.
for node in samplex.graph.nodes():
if node.trace_info is not None:
tags = node.trace_info.trace_refs.get("tag", set())
merged = " ← merged" if len(tags) > 1 else ""
print(f"{type(node).__name__:40s} tags={tags}{merged}")TwirlSamplingNode tags={'meas_box'}
InjectNoiseNode tags={'cx_cd'}
CollectZ2ToOutputNode tags={'cx_cd'}
TwirlSamplingNode tags={'cx_cd'}
CombineRegistersNode tags={'cx_cd'}
CollectTemplateValues tags={'cx_cd'}
TwirlSamplingNode tags={'cx_ab'}
CombineRegistersNode tags={'cx_ab', 'cx_cd'} ← merged
CollectTemplateValues tags={'cx_ab', 'cx_cd'} ← merged
To find all nodes that originate from a specific box, filter by the "tag" key:
tag_ref = "cx_ab"
matching_nodes = [
node
for node in samplex.graph.nodes()
if node.trace_info is not None and tag_ref in node.trace_info.trace_refs.get("tag", set())
]
print(f"Nodes originating from box '{tag_ref}':")
for node in matching_nodes:
print(f" {type(node).__name__}")Nodes originating from box 'cx_ab':
TwirlSamplingNode
CombineRegistersNode
CollectTemplateValues
The samplex DAG
The samplex returned by build() is a directed acyclic graph (DAG) where edges denote register dependency. That is, an edge from node A to node B means B must wait for A to have acted on the shared virtual registers before B is allowed to act. This is not a temporal ordering like the DAG of a quantum circuit. Instead, the graph flows from nodes responsible for generating randomizations to nodes responsible for synthesizing them as outputs.
There are three node types, each with a distinct visual style in the interactive plot:
Shape | Color | Type | Role |
|---|---|---|---|
| Star | Red | SamplingNode | Instantiates new virtual registers from a distribution or input |
| Circle | Green | EvaluationNode | Transforms, combines, or propagates virtual registers |
| Bowtie | Blue / Purple | CollectionNode | Reads registers and writes to sample() outputs |
Execution proceeds in three phases:
- All sampling nodes run first (in parallel).
- Evaluation nodes run next, in topological order (parallel within each generation).
- Collection nodes run last (in parallel).
The graphviz layout reflects this. Sampling nodes appear at the top, collection nodes at the bottom.
Hover tooltips
Every node in the interactive visualization shows a tooltip when you hover over it. The tooltip contains the following information:
- Node class name and its integer graph index.
- Register manifests, which registers the node instantiates, reads from, writes to, and removes. These tell you how data flows between nodes.
- Node-specific details, including the distribution type for sampling nodes, the operand for multiplication nodes, the template parameter indices for collection nodes, and so on.
- Trace refs (only when
debug=True), which are the annotation keys and ref strings that link the node back to its originating boxes.
Clicking the plot and then hovering over individual nodes is the fastest way to understand what a given node does without reading source code.
Samplex summary
Before examining the visualization, print(samplex) gives a quick text summary of the node count, required inputs, and promised outputs.
template, samplex = build(circuit)
print(samplex)Samplex(<17 nodes>)
Inputs:
- 'pauli_lindblad_maps.cx_noise' <PauliLindbladMap>: A PauliLindblad map acting on 2
qubits, with 'num_terms_cx_noise' terms.
Outputs:
* 'measurement_flips.c' <bool['num_randomizations', 1, 4]>: Bit-flip corrections for
measurement twirling.
* 'parameter_values' <float32['num_randomizations', 24]>: Parameter values valid for an
associated template circuit.
* 'pauli_signs' <bool['num_randomizations', 1]>: Signs from sampled Pauli Lindblad
maps, where boolean values represent the parity of the number of non-trivial factors in the
sampled error that arise from negative rates. In other words, in order to implement basic
PEC, the sign used to correct expectation values should be ``(-1)**bool_value``. The order
matches the iteration order of boxes in the original circuit with noise injection
annotations.
Inspect registers
Passing keep_registers=True to sample() retains the intermediate VirtualRegister objects that are live at the end of sampling, and stores them in outputs.metadata["registers"]. Each register is a 2D array (shape (num_subsystems, num_randomizations), with possible trailing gate-shape dimensions) of virtual group elements.
This is useful for verifying that virtual gates were combined correctly, or for inspecting the raw Pauli or unitary samples before they are synthesized into rotation angles.
from qiskit.quantum_info import PauliLindbladMap
outputs = samplex.sample(
{"pauli_lindblad_maps.cx_noise": PauliLindbladMap.identity(2)},
num_randomizations=3,
keep_registers=True,
)
for name, reg in outputs.metadata["registers"].items():
print(f"{name}: type={reg.TYPE.value}, shape={reg.virtual_gates.shape}")lhs_0: type=pauli, shape=(4, 3)
rhs_0: type=pauli, shape=(4, 3)
lhs_3: type=pauli, shape=(2, 3)
rhs_3: type=pauli, shape=(2, 3)
inject_noise_1: type=pauli, shape=(2, 3)
sign_1: type=z2, shape=(1, 3)
lhs_7: type=pauli, shape=(2, 3)
rhs_7: type=pauli, shape=(2, 3)
meas_prop_6: type=pauli, shape=(4, 3)
collect_10: type=u2, shape=(2, 3, 2, 2)
meas_prop_z2a_6: type=z2, shape=(4, 3)
collect_9: type=u2, shape=(4, 3, 2, 2)
collect_5: type=u2, shape=(2, 3, 2, 2)
You can view the contents of the end-state of a particular register. In the following example, the register has type PauliRegister. See the API documentation(/apidocs/index)__ for details about the storage format.
print("lhs_0:", outputs.metadata["registers"]["lhs_0"])
outputs.metadata["registers"]["lhs_0"].virtual_gateslhs_0: PauliRegister(<4, 3>)
array([[0, 0, 1],
[3, 1, 1],
[3, 0, 0],
[1, 0, 0]], dtype=uint8)
How samplex nodes map to template parameters
The outputs["parameter_values"] array returned by sample() has shape (num_randomizations, N), where N matches len(template.parameters). Each column corresponds to one parameter in the template circuit — the i-th column fills in template.parameters[i].
The CollectTemplateValues collection nodes are the link between virtual registers and template parameters. Each such node holds index information that records which columns of the output array it writes to. This makes it possible to trace which virtual gate subsystems drive which template parameters.
See the {Samplex inputs and outputs}samplex-io guide to learn how to bind the sampled parameter values to the template circuit and run experiments.
from samplomatic.samplex.nodes import CollectTemplateValues
template, samplex = build(circuit, debug=True)
for node in samplex.graph.nodes():
if isinstance(node, CollectTemplateValues):
tags = node.trace_info.trace_refs.get("tag", set()) if node.trace_info else set()
print(f"tags={tags} → template param indices: {node.template_idxs.tolist()}")tags={'cx_cd'} → template param indices: [[6, 7, 8], [9, 10, 11]]
tags={'cx_ab', 'cx_cd'} → template param indices: [[12, 13, 14], [15, 16, 17], [18, 19, 20], [21, 22, 23]]
tags=set() → template param indices: [[0, 1, 2], [3, 4, 5]]
Automatic tagging
When using generate_boxing_pass_manager(), the add_tags parameter automatically adds Tag annotations to all boxes. Three modes are available:
"unique_instance": Assigns sequentialref(t0,t1, and so on) to boxes in circuit order. Every box gets a distinctrefregardless of its structure."unique_box": Computes a structural hash of each box’s content and assigns the samerefto all structurally equivalent boxes. This is useful for grouping boxes by type rather than position."noise_ref": Copies thereffrom each box’sInjectNoiseannotation and only tags boxes that have one. This is useful when meaningful noise refs already exist.
The following example applies "unique_instance" and "unique_box" to a circuit whose two CX boxes are structurally equivalent. With "unique_instance", each gets a distinct ref, while with "unique_box", they share one.
from samplomatic.transpiler import generate_boxing_pass_manager
base_circuit = QuantumCircuit(3)
base_circuit.cx(0, 1)
base_circuit.cx(1, 2)
base_circuit.measure_all()
# unique_instance: every box gets a distinct tag ref
pm = generate_boxing_pass_manager(add_tags="unique_instance")
boxed = pm.run(base_circuit)
template, _ = build(boxed)
print("unique_instance barrier labels:")
for instr in template:
if instr.operation.name == "barrier" and instr.operation.label:
print(f" {instr.operation.label}")unique_instance barrier labels:
L0@tag=t0
M0@tag=t0
R0@tag=t0
L1@tag=t1
M1@tag=t1
R1@tag=t1
L2@tag=t2
M2@tag=t2
R2@tag=t2